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2 Commits

Author SHA1 Message Date
Leonardo de Moura
47f3e6bb92 chore: fix bad (<- ...) occurrences
Remark: some of them were harmless since they were accessing some
read-only state.
2024-04-01 14:16:35 -07:00
Leonardo de Moura
34d8976646 fix: do not lift (<- ...) over pure if-then-else
closes #3713
2024-04-01 14:16:35 -07:00
631 changed files with 1478 additions and 8382 deletions

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@@ -10,7 +10,7 @@ jobs:
- name: Verify .lean files start with a copyright header.
run: |
FILES=$(find ./src -type d \( -path "./src/lake/examples" -o -path "./src/lake/tests" \) -prune -o -type f -name "*.lean" -exec perl -ne 'BEGIN { $/ = undef; } print "$ARGV\n" if !m{\A/-\nCopyright}; exit;' {} \;)
FILES=$(find . -type d \( -path "./tests" -o -path "./doc" -o -path "./src/lake/examples" -o -path "./src/lake/tests" -o -path "./build" -o -path "./nix" \) -prune -o -type f -name "*.lean" -exec perl -ne 'BEGIN { $/ = undef; } print "$ARGV\n" if !m{\A/-\nCopyright}; exit;' {} \;)
if [ -n "$FILES" ]; then
echo "Found .lean files which do not have a copyright header:"
echo "$FILES"

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@@ -149,8 +149,7 @@ jobs:
echo "but 'git merge-base origin/master HEAD' reported: $MERGE_BASE_SHA"
git -C lean4.git log -10 origin/master
git -C lean4.git fetch origin nightly-with-mathlib
NIGHTLY_WITH_MATHLIB_SHA="$(git -C lean4.git rev-parse "origin/nightly-with-mathlib")"
NIGHTLY_WITH_MATHLIB_SHA="$(git -C lean4.git rev-parse "nightly-with-mathlib")"
MESSAGE="- ❗ Std/Mathlib CI will not be attempted unless your PR branches off the \`nightly-with-mathlib\` branch. Try \`git rebase $MERGE_BASE_SHA --onto $NIGHTLY_WITH_MATHLIB_SHA\`."
fi

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@@ -78,10 +78,6 @@ add_custom_target(update-stage0
COMMAND $(MAKE) -C stage1 update-stage0
DEPENDS stage1)
add_custom_target(update-stage0-commit
COMMAND $(MAKE) -C stage1 update-stage0-commit
DEPENDS stage1)
add_custom_target(test
COMMAND $(MAKE) -C stage1 test
DEPENDS stage1)

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@@ -21,27 +21,3 @@
/src/Lean/Server/ @mhuisi
/src/Lean/Widget/ @Vtec234
/src/runtime/io.cpp @joehendrix
/src/Init/Data/ @semorrison
/src/Init/Data/Array/Lemmas.lean @digama0
/src/Init/Data/List/Lemmas.lean @digama0
/src/Init/Data/List/BasicAux.lean @digama0
/src/Init/Data/Array/Subarray.lean @david-christiansen
/src/Lean/Elab/Tactic/RCases.lean @digama0
/src/Init/RCases.lean @digama0
/src/Lean/Elab/Tactic/Ext.lean @digama0
/src/Init/Ext.lean @digama0
/src/Lean/Elab/Tactic/Simpa.lean @digama0
/src/Lean/Elab/Tactic/NormCast.lean @digama0
/src/Lean/Meta/Tactic/NormCast.lean @digama0
/src/Lean/Meta/Tactic/TryThis.lean @digama0
/src/Lean/Elab/Tactic/SimpTrace.lean @digama0
/src/Lean/Elab/Tactic/NoMatch.lean @digama0
/src/Lean/Elab/Tactic/ShowTerm.lean @digama0
/src/Lean/Elab/Tactic/Repeat.lean @digama0
/src/Lean/Meta/Tactic/Repeat.lean @digama0
/src/Lean/Meta/CoeAttr.lean @digama0
/src/Lean/Elab/GuardMsgs.lean @digama0
/src/Lean/Elab/Tactic/Guard.lean @digama0
/src/Init/Guard.lean @digama0
/src/Lean/Server/CodeActions/ @digama0

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@@ -21,7 +21,7 @@ v4.8.0 (development in progress)
* Importing two different files containing proofs of the same theorem is no longer considered an error. This feature is particularly useful for theorems that are automatically generated on demand (e.g., equational theorems).
* Functional induction principles.
* Funcitonal induction principles.
Derived from the definition of a (possibly mutually) recursive function, a **functional induction principle** is created that is tailored to proofs about that function.
@@ -57,15 +57,6 @@ v4.8.0 (development in progress)
```
is recognized without having to say `termination_by arr.size - i`.
* Shorter instances names. There is a new algorithm for generating names for anonymous instances.
Across Std and Mathlib, the median ratio between lengths of new names and of old names is about 72%.
With the old algorithm, the longest name was 1660 characters, and now the longest name is 202 characters.
The new algorithm's 95th percentile name length is 67 characters, versus 278 for the old algorithm.
While the new algorithm produces names that are 1.2% less unique,
it avoids cross-project collisions by adding a module-based suffix
when it does not refer to declarations from the same "project" (modules that share the same root).
PR [#3089](https://github.com/leanprover/lean4/pull/3089).
* Attribute `@[pp_using_anonymous_constructor]` to make structures pretty print like `⟨x, y, z⟩`
rather than `{a := x, b := y, c := z}`.
This attribute is applied to `Sigma`, `PSigma`, `PProd`, `Subtype`, `And`, and `Fin`.
@@ -89,19 +80,8 @@ v4.8.0 (development in progress)
Gives custom eliminators for `Nat` so that `induction` and `cases` put goal states into terms of `0` and `n + 1`
rather than `Nat.zero` and `Nat.succ n`.
Added option `tactic.customEliminators` to control whether to use custom eliminators.
Added a hack for `rcases`/`rintro`/`obtain` to use the custom eliminator for `Nat`.
[#3629](https://github.com/leanprover/lean4/pull/3629),
[#3655](https://github.com/leanprover/lean4/pull/3655), and
[#3747](https://github.com/leanprover/lean4/pull/3747).
* The `#guard_msgs` command now has options to change whitespace normalization and sensitivity to message ordering.
For example, `#guard_msgs (whitespace := lax) in cmd` collapses whitespace before checking messages,
and `#guard_msgs (ordering := sorted) in cmd` sorts the messages in lexicographic order before checking.
PR [#3883](https://github.com/leanprover/lean4/pull/3883).
* The `#guard_msgs` command now supports showing a diff between the expected and actual outputs. This feature is currently
disabled by default, but can be enabled with `set_option guard_msgs.diff true`. Depending on user feedback, this option
may default to `true` in a future version of Lean.
[#3629](https://github.com/leanprover/lean4/pull/3629) and
[#3655](https://github.com/leanprover/lean4/pull/3655).
Breaking changes:
@@ -132,12 +112,6 @@ fact.def :
* The coercion from `String` to `Name` was removed. Previously, it was `Name.mkSimple`, which does not separate strings at dots, but experience showed that this is not always the desired coercion. For the previous behavior, manually insert a call to `Name.mkSimple`.
* The `Subarray` fields `as`, `h₁` and `h₂` have been renamed to `array`, `start_le_stop`, and `stop_le_array_size`, respectively. This more closely follows standard Lean conventions. Deprecated aliases for the field projections were added; these will be removed in a future release.
* The change to the instance name algorithm (described above) can break projects that made use of the auto-generated names.
* `Option.toMonad` has been renamed to `Option.getM` and the unneeded `[Monad m]` instance argument has been removed.
v4.7.0
---------

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@@ -81,8 +81,20 @@ or using Github CLI with
gh workflow run update-stage0.yml
```
Leaving stage0 updates to the CI automation is preferable, but should you need to do it locally, you can use `make update-stage0-commit` in `build/release` to update `stage0` from `stage1` or `make -C stageN update-stage0-commit` to update from another stage.
This command will automatically stage the updated files and introduce a commit, so make sure to commit your work before that. Then coordinate with the admins to not squash your PR so that stage 0 updates are preserved as separate commits.
Leaving stage0 updates to the CI automation is preferrable, but should you need
to do it locally, you can use `make update-stage0` in `build/release`, to
update `stage0` from `stage1`, `make -C stageN update-stage0` to update from
another stage, or `nix run .#update-stage0-commit` to update using nix.
Updates to `stage0` should be their own commits in the Git history. So should
you have to include the stage0 update in your PR (rather than using above
automation after merging changes), commit your work before running `make
update-stage0`, commit the updated `stage0` compiler code with the commit
message:
```
chore: update stage0
```
and coordinate with the admins to not squash your PR.
## Further Bootstrapping Complications

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@@ -21,7 +21,7 @@ We'll use `v4.6.0` as the intended release version as a running example.
- Reconcile discrepancies in the `v4.6.0` section,
usually via copy and paste and a commit to `releases/v4.6.0`.
- `git tag v4.6.0`
- `git push $REMOTE v4.6.0`, where `$REMOTE` is the upstream Lean repository (e.g., `origin`, `upstream`)
- `git push origin v4.6.0`
- Now wait, while CI runs.
- You can monitor this at `https://github.com/leanprover/lean4/actions/workflows/ci.yml`,
looking for the `v4.6.0` tag.
@@ -34,76 +34,48 @@ We'll use `v4.6.0` as the intended release version as a running example.
(e.g. `v4.6.0-rc1`), and quickly sanity check.
- Next, we will move a curated list of downstream repos to the latest stable release.
- For each of the repositories listed below:
- Make a PR to `master`/`main` changing the toolchain to `v4.6.0`
- Update the toolchain file
- In the Lakefile, if there are dependencies on specific version tags of dependencies that you've already pushed as part of this process, update them to the new tag.
If they depend on `main` or `master`, don't change this; you've just updated the dependency, so it will work and be saved in the manifest
- Run `lake update`
- The PR title should be "chore: bump toolchain to v4.6.0".
- Merge the PR once CI completes.
- Create the tag `v4.6.0` from `master`/`main` and push it.
- Merge the tag `v4.6.0` into the `stable` branch and push it.
- Make a PR to `master`/`main` changing the toolchain to `v4.6.0`.
The PR title should be "chore: bump toolchain to v4.6.0".
Since the `v4.6.0` release should be functionally identical to the last release candidate,
which the repository should already be on, this PR is a no-op besides changing the toolchain.
- Once this is merged, create the tag `v4.6.0` from `master`/`main` and push it.
- Merge the tag `v4.6.0` into the stable branch.
- We do this for the repositories:
- [lean4checker](https://github.com/leanprover/lean4checker)
- No dependencies
- Note: `lean4checker` uses a different version tagging scheme: use `toolchain/v4.6.0` rather than `v4.6.0`.
- Toolchain bump PR
- Create and push the tag
- Merge the tag into `stable`
- [Std](https://github.com/leanprover-community/std4)
- No dependencies
- Toolchain bump PR
- Create and push the tag
- Merge the tag into `stable`
- `lean4checker` uses a different version tagging scheme: use `toolchain/v4.6.0` rather than `v4.6.0`.
- [Std](https://github.com/leanprover-community/repl)
- [ProofWidgets4](https://github.com/leanprover-community/ProofWidgets4)
- Dependencies: `Std`
- Note on versions and branches:
- `ProofWidgets` uses a sequential version tagging scheme, e.g. `v0.0.29`,
which does not refer to the toolchain being used.
- Make a new release in this sequence after merging the toolchain bump PR.
- `ProofWidgets` does not maintain a `stable` branch.
- Toolchain bump PR
- Create and push the tag, following the version convention of the repository
- `ProofWidgets` uses a sequential version tagging scheme, e.g. `v0.0.29`,
which does not refer to the toolchain being used.
- Make a new release in this sequence after merging the toolchain bump PR.
- `ProofWidgets` does not maintain a `stable` branch.
- [Aesop](https://github.com/leanprover-community/aesop)
- Dependencies: `Std`
- Toolchain bump PR including updated Lake manifest
- Create and push the tag
- Merge the tag into `stable`
- [doc-gen4](https://github.com/leanprover/doc-gen4)
- Dependencies: exist, but they're not part of the release workflow
- Toolchain bump PR including updated Lake manifest
- Create and push the tag
- There is no `stable` branch; skip this step
- [import-graph](https://github.com/leanprover-community/import-graph)
- Toolchain bump PR including updated Lake manifest
- Create and push the tag
- There is no `stable` branch; skip this step
- [Mathlib](https://github.com/leanprover-community/mathlib4)
- Dependencies: `Aesop`, `ProofWidgets4`, `lean4checker`, `Std`, `doc-gen4`, `import-graph`
- Toolchain bump PR notes:
- In addition to updating the `lean-toolchain` and `lakefile.lean`,
in `.github/workflows/build.yml.in` in the `lean4checker` section update the line
`git checkout toolchain/v4.6.0` to the appropriate tag,
and then run `.github/workflows/mk_build_yml.sh`. Coordinate with
a Mathlib maintainer to get this merged.
- Push the PR branch to the main Mathlib repository rather than a fork, or CI may not work reliably
- Create and push the tag
- Create a new branch from the tag, push it, and open a pull request against `stable`.
Coordinate with a Mathlib maintainer to get this merged.
- In addition to updating the `lean-toolchain` and `lakefile.lean`,
in `.github/workflows/build.yml.in` in the `lean4checker` section update the line
`git checkout toolchain/v4.6.0` to the appropriate tag,
and then run `.github/workflows/mk_build_yml.sh`.
- [REPL](https://github.com/leanprover-community/repl)
- Dependencies: `Mathlib` (for test code)
- Note that there are two copies of `lean-toolchain`/`lakefile.lean`:
in the root, and in `test/Mathlib/`. Edit both, and run `lake update` in both directories.
- Toolchain bump PR including updated Lake manifest
- Create and push the tag
- Merge the tag into `stable`
in the root, and in `test/Mathlib/`.
- Note that there are dependencies between these packages:
you should update the lakefile so that you are using the `v4.6.0` tag of upstream repositories
(or the sequential tag for `ProofWidgets4`), and run `lake update` before committing.
- This means that this process is sequential; each repository must have its bump PR merged,
and the new tag pushed, before you can make the PR for the downstream repositories.
- `lean4checker` has no dependencies
- `Std` has no dependencies
- `Aesop` depends on `Std`
- `ProofWidgets4` depends on `Std`
- `Mathlib` depends on `Aesop`, `ProofWidgets4`, and `lean4checker` (and transitively on `Std`)
- `REPL` depends on `Mathlib` (this dependency is only for testing).
- Merge the release announcement PR for the Lean website - it will be deployed automatically
- Finally, make an announcement!
This should go in https://leanprover.zulipchat.com/#narrow/stream/113486-announce, with topic `v4.6.0`.
Please see previous announcements for suggested language.
You will want a few bullet points for main topics from the release notes.
Link to the blog post from the Zulip announcement.
- Make sure that whoever is handling social media knows the release is out.
Please also make sure that whoever is handling social media knows the release is out.
## Optimistic(?) time estimates:
- Initial checks and push the tag: 30 minutes.

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@@ -1,28 +0,0 @@
import Lean.Util.Profiler
/-!
Usage:
```sh
lean --run ./script/collideProfiles.lean **/*.lean.json ... > merged.json
```
Merges multiple `trace.profiler.output` profiles into a single one while deduplicating samples with
the same stack. This is useful for building cumulative profiles of medium-to-large projects because
Firefox Profiler cannot handle hundreds of tracks and the deduplication will also ensure that the
profile is small enough for uploading.
As ordering of samples is not meaningful after this transformation, only "Call Tree" and "Flame
Graph" are useful for such profiles.
-/
open Lean
def main (args : List String) : IO Unit := do
let profiles args.toArray.mapM fun path => do
let json IO.FS.readFile path
let profile IO.ofExcept $ Json.parse json
IO.ofExcept <| fromJson? profile
-- NOTE: `collide` should not be interpreted
let profile := Firefox.Profile.collide profiles
IO.println <| Json.compress <| toJson profile

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@@ -588,10 +588,6 @@ if(PREV_STAGE)
COMMAND bash -c 'CSRCS=${CMAKE_BINARY_DIR}/lib/temp script/update-stage0'
DEPENDS make_stdlib
WORKING_DIRECTORY "${LEAN_SOURCE_DIR}/..")
add_custom_target(update-stage0-commit
COMMAND git commit -m "chore: update stage0"
DEPENDS update-stage0)
endif()
# use Bash version for building, use Lean version in bin/ for tests & distribution

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@@ -15,13 +15,6 @@ namespace Classical
noncomputable def indefiniteDescription {α : Sort u} (p : α Prop) (h : x, p x) : {x // p x} :=
choice <| let x, px := h; x, px
/--
Given that there exists an element satisfying `p`, returns one such element.
This is a straightforward consequence of, and equivalent to, `Classical.choice`.
See also `choose_spec`, which asserts that the returned value has property `p`.
-/
noncomputable def choose {α : Sort u} {p : α Prop} (h : x, p x) : α :=
(indefiniteDescription p h).val

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@@ -20,29 +20,8 @@ def Functor.discard {f : Type u → Type v} {α : Type u} [Functor f] (x : f α)
export Functor (discard)
/--
An `Alternative` functor is an `Applicative` functor that can "fail" or be "empty"
and a binary operation `<|>` that “collects values” or finds the “left-most success”.
Important instances include
* `Option`, where `failure := none` and `<|>` returns the left-most `some`.
* Parser combinators typically provide an `Applicative` instance for error-handling and
backtracking.
Error recovery and state can interact subtly. For example, the implementation of `Alternative` for `OptionT (StateT σ Id)` keeps modifications made to the state while recovering from failure, while `StateT σ (OptionT Id)` discards them.
-/
-- NB: List instance is in mathlib. Once upstreamed, add
-- * `List`, where `failure` is the empty list and `<|>` concatenates.
class Alternative (f : Type u Type v) extends Applicative f : Type (max (u+1) v) where
/--
Produces an empty collection or recoverable failure. The `<|>` operator collects values or recovers
from failures. See `Alternative` for more details.
-/
failure : {α : Type u} f α
/--
Depending on the `Alternative` instance, collects values or recovers from `failure`s by
returning the leftmost success. Can be written using the `<|>` operator syntax.
-/
orElse : {α : Type u} f α (Unit f α) f α
instance (f : Type u Type v) (α : Type u) [Alternative f] : OrElse (f α) := Alternative.orElse
@@ -51,15 +30,9 @@ variable {f : Type u → Type v} [Alternative f] {α : Type u}
export Alternative (failure)
/--
If the proposition `p` is true, does nothing, else fails (using `failure`).
-/
@[always_inline, inline] def guard {f : Type Type v} [Alternative f] (p : Prop) [Decidable p] : f Unit :=
if p then pure () else failure
/--
Returns `some x` if `f` succeeds with value `x`, else returns `none`.
-/
@[always_inline, inline] def optional (x : f α) : f (Option α) :=
some <$> x <|> pure none

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@@ -12,15 +12,6 @@ open Function
@[simp] theorem monadLift_self [Monad m] (x : m α) : monadLift x = x :=
rfl
/--
The `Functor` typeclass only contains the operations of a functor.
`LawfulFunctor` further asserts that these operations satisfy the laws of a functor,
including the preservation of the identity and composition laws:
```
id <$> x = x
(h ∘ g) <$> x = h <$> g <$> x
```
-/
class LawfulFunctor (f : Type u Type v) [Functor f] : Prop where
map_const : (Functor.mapConst : α f β f α) = Functor.map const β
id_map (x : f α) : id <$> x = x
@@ -33,16 +24,6 @@ attribute [simp] id_map
@[simp] theorem id_map' [Functor m] [LawfulFunctor m] (x : m α) : (fun a => a) <$> x = x :=
id_map x
/--
The `Applicative` typeclass only contains the operations of an applicative functor.
`LawfulApplicative` further asserts that these operations satisfy the laws of an applicative functor:
```
pure id <*> v = v
pure (·∘·) <*> u <*> v <*> w = u <*> (v <*> w)
pure f <*> pure x = pure (f x)
u <*> pure y = pure (· y) <*> u
```
-/
class LawfulApplicative (f : Type u Type v) [Applicative f] extends LawfulFunctor f : Prop where
seqLeft_eq (x : f α) (y : f β) : x <* y = const β <$> x <*> y
seqRight_eq (x : f α) (y : f β) : x *> y = const α id <$> x <*> y
@@ -61,18 +42,6 @@ attribute [simp] map_pure seq_pure
@[simp] theorem pure_id_seq [Applicative f] [LawfulApplicative f] (x : f α) : pure id <*> x = x := by
simp [pure_seq]
/--
The `Monad` typeclass only contains the operations of a monad.
`LawfulMonad` further asserts that these operations satisfy the laws of a monad,
including associativity and identity laws for `bind`:
```
pure x >>= f = f x
x >>= pure = x
x >>= f >>= g = x >>= (fun x => f x >>= g)
```
`LawfulMonad.mk'` is an alternative constructor containing useful defaults for many fields.
-/
class LawfulMonad (m : Type u Type v) [Monad m] extends LawfulApplicative m : Prop where
bind_pure_comp (f : α β) (x : m α) : x >>= (fun a => pure (f a)) = f <$> x
bind_map {α β : Type u} (f : m (α β)) (x : m α) : f >>= (. <$> x) = f <*> x

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@@ -235,13 +235,13 @@ end StateT
instance : LawfulMonad (EStateM ε σ) := .mk'
(id_map := fun x => funext <| fun s => by
dsimp only [EStateM.instMonad, EStateM.map]
dsimp only [EStateM.instMonadEStateM, EStateM.map]
match x s with
| .ok _ _ => rfl
| .error _ _ => rfl)
(pure_bind := fun _ _ => rfl)
(bind_assoc := fun x _ _ => funext <| fun s => by
dsimp only [EStateM.instMonad, EStateM.bind]
dsimp only [EStateM.instMonadEStateM, EStateM.bind]
match x s with
| .ok _ _ => rfl
| .error _ _ => rfl)

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@@ -10,7 +10,7 @@ import Init.Control.Except
universe u v
instance : ToBool (Option α) := Option.isSome
instance : ToBool (Option α) := Option.toBool
def OptionT (m : Type u Type v) (α : Type u) : Type v :=
m (Option α)

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@@ -1308,6 +1308,7 @@ gen_injective_theorems% Fin
gen_injective_theorems% Array
gen_injective_theorems% Sum
gen_injective_theorems% PSum
gen_injective_theorems% Nat
gen_injective_theorems% Option
gen_injective_theorems% List
gen_injective_theorems% Except
@@ -1315,12 +1316,6 @@ gen_injective_theorems% EStateM.Result
gen_injective_theorems% Lean.Name
gen_injective_theorems% Lean.Syntax
theorem Nat.succ.inj {m n : Nat} : m.succ = n.succ m = n :=
fun x => Nat.noConfusion x id
theorem Nat.succ.injEq (u v : Nat) : (u.succ = v.succ) = (u = v) :=
Eq.propIntro Nat.succ.inj (congrArg Nat.succ)
@[simp] theorem beq_iff_eq [BEq α] [LawfulBEq α] (a b : α) : a == b a = b :=
eq_of_beq, by intro h; subst h; exact LawfulBEq.rfl

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@@ -14,7 +14,6 @@ import Init.Data.String
import Init.Data.List
import Init.Data.Int
import Init.Data.Array
import Init.Data.Array.Subarray.Split
import Init.Data.ByteArray
import Init.Data.FloatArray
import Init.Data.Fin

View File

@@ -5,7 +5,6 @@ Authors: Mario Carneiro
-/
prelude
import Init.Data.Nat.MinMax
import Init.Data.Nat.Lemmas
import Init.Data.List.Lemmas
import Init.Data.Fin.Basic
import Init.Data.Array.Mem
@@ -188,8 +187,7 @@ theorem anyM_stop_le_start [Monad m] (p : α → m Bool) (as : Array α) (start
theorem mem_def (a : α) (as : Array α) : a as a as.data :=
fun | .mk h => h, Array.Mem.mk
/-! # get -/
/-- # get -/
@[simp] theorem get_eq_getElem (a : Array α) (i : Fin _) : a.get i = a[i.1] := rfl
theorem getElem?_lt
@@ -219,7 +217,7 @@ theorem get!_eq_getD [Inhabited α] (a : Array α) : a.get! n = a.getD n default
@[simp] theorem get!_eq_getElem? [Inhabited α] (a : Array α) (i : Nat) : a.get! i = (a.get? i).getD default := by
by_cases p : i < a.size <;> simp [getD_get?, get!_eq_getD, p]
/-! # set -/
/-- # set -/
@[simp] theorem getElem_set_eq (a : Array α) (i : Fin a.size) (v : α) {j : Nat}
(eq : i.val = j) (p : j < (a.set i v).size) :
@@ -242,7 +240,7 @@ theorem getElem_set (a : Array α) (i : Fin a.size) (v : α) (j : Nat)
(ne : i.val j) : (a.set i v)[j]? = a[j]? := by
by_cases h : j < a.size <;> simp [getElem?_lt, getElem?_ge, Nat.ge_of_not_lt, ne, h]
/-! # setD -/
/- # setD -/
@[simp] theorem set!_is_setD : @set! = @setD := rfl
@@ -268,44 +266,4 @@ theorem getElem?_setD_eq (a : Array α) {i : Nat} (p : i < a.size) (v : α) : (a
by_cases h : i < a.size <;>
simp [setD, Nat.not_lt_of_le, h, getD_get?]
/-! # ofFn -/
@[simp] theorem size_ofFn_go {n} (f : Fin n α) (i acc) :
(ofFn.go f i acc).size = acc.size + (n - i) := by
if hin : i < n then
unfold ofFn.go
have : 1 + (n - (i + 1)) = n - i :=
Nat.sub_sub .. Nat.add_sub_cancel' (Nat.le_sub_of_add_le (Nat.add_comm .. hin))
rw [dif_pos hin, size_ofFn_go f (i+1), size_push, Nat.add_assoc, this]
else
have : n - i = 0 := Nat.sub_eq_zero_of_le (Nat.le_of_not_lt hin)
unfold ofFn.go
simp [hin, this]
termination_by n - i
@[simp] theorem size_ofFn (f : Fin n α) : (ofFn f).size = n := by simp [ofFn]
theorem getElem_ofFn_go (f : Fin n α) (i) {acc k}
(hki : k < n) (hin : i n) (hi : i = acc.size)
(hacc : j, hj : j < acc.size, acc[j] = f j, Nat.lt_of_lt_of_le hj (hi hin)) :
haveI : acc.size + (n - acc.size) = n := Nat.add_sub_cancel' (hi hin)
(ofFn.go f i acc)[k]'(by simp [*]) = f k, hki := by
unfold ofFn.go
if hin : i < n then
have : 1 + (n - (i + 1)) = n - i :=
Nat.sub_sub .. Nat.add_sub_cancel' (Nat.le_sub_of_add_le (Nat.add_comm .. hin))
simp only [dif_pos hin]
rw [getElem_ofFn_go f (i+1) _ hin (by simp [*]) (fun j hj => ?hacc)]
cases (Nat.lt_or_eq_of_le <| Nat.le_of_lt_succ (by simpa using hj)) with
| inl hj => simp [get_push, hj, hacc j hj]
| inr hj => simp [get_push, *]
else
simp [hin, hacc k (Nat.lt_of_lt_of_le hki (Nat.le_of_not_lt (hi hin)))]
termination_by n - i
@[simp] theorem getElem_ofFn (f : Fin n α) (i : Nat) (h) :
(ofFn f)[i] = f i, size_ofFn f h :=
getElem_ofFn_go _ _ _ (by simp) (by simp) nofun
end Array

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@@ -9,40 +9,25 @@ import Init.Data.Array.Basic
universe u v w
structure Subarray (α : Type u) where
array : Array α
as : Array α
start : Nat
stop : Nat
start_le_stop : start stop
stop_le_array_size : stop array.size
@[deprecated Subarray.array]
abbrev Subarray.as (s : Subarray α) : Array α := s.array
@[deprecated Subarray.start_le_stop]
theorem Subarray.h₁ (s : Subarray α) : s.start s.stop := s.start_le_stop
@[deprecated Subarray.stop_le_array_size]
theorem Subarray.h₂ (s : Subarray α) : s.stop s.as.size := s.stop_le_array_size
h₁ : start stop
h₂ : stop as.size
namespace Subarray
def size (s : Subarray α) : Nat :=
s.stop - s.start
theorem size_le_array_size {s : Subarray α} : s.size s.array.size := by
let {array, start, stop, start_le_stop, stop_le_array_size} := s
simp [size]
apply Nat.le_trans (Nat.sub_le stop start)
assumption
def get (s : Subarray α) (i : Fin s.size) : α :=
have : s.start + i.val < s.array.size := by
apply Nat.lt_of_lt_of_le _ s.stop_le_array_size
have : s.start + i.val < s.as.size := by
apply Nat.lt_of_lt_of_le _ s.h₂
have := i.isLt
simp [size] at this
rw [Nat.add_comm]
exact Nat.add_lt_of_lt_sub this
s.array[s.start + i.val]
s.as[s.start + i.val]
instance : GetElem (Subarray α) Nat α fun xs i => i < xs.size where
getElem xs i h := xs.get i, h
@@ -57,7 +42,7 @@ abbrev get! [Inhabited α] (s : Subarray α) (i : Nat) : α :=
def popFront (s : Subarray α) : Subarray α :=
if h : s.start < s.stop then
{ s with start := s.start + 1, start_le_stop := Nat.le_of_lt_succ (Nat.add_lt_add_right h 1) }
{ s with start := s.start + 1, h₁ := Nat.le_of_lt_succ (Nat.add_lt_add_right h 1) }
else
s
@@ -65,7 +50,7 @@ def popFront (s : Subarray α) : Subarray α :=
let sz := USize.ofNat s.stop
let rec @[specialize] loop (i : USize) (b : β) : m β := do
if i < sz then
let a := s.array.uget i lcProof
let a := s.as.uget i lcProof
match ( f a b) with
| ForInStep.done b => pure b
| ForInStep.yield b => loop (i+1) b
@@ -83,27 +68,27 @@ instance : ForIn m (Subarray α) α where
@[inline]
def foldlM {α : Type u} {β : Type v} {m : Type v Type w} [Monad m] (f : β α m β) (init : β) (as : Subarray α) : m β :=
as.array.foldlM f (init := init) (start := as.start) (stop := as.stop)
as.as.foldlM f (init := init) (start := as.start) (stop := as.stop)
@[inline]
def foldrM {α : Type u} {β : Type v} {m : Type v Type w} [Monad m] (f : α β m β) (init : β) (as : Subarray α) : m β :=
as.array.foldrM f (init := init) (start := as.stop) (stop := as.start)
as.as.foldrM f (init := init) (start := as.stop) (stop := as.start)
@[inline]
def anyM {α : Type u} {m : Type Type w} [Monad m] (p : α m Bool) (as : Subarray α) : m Bool :=
as.array.anyM p (start := as.start) (stop := as.stop)
as.as.anyM p (start := as.start) (stop := as.stop)
@[inline]
def allM {α : Type u} {m : Type Type w} [Monad m] (p : α m Bool) (as : Subarray α) : m Bool :=
as.array.allM p (start := as.start) (stop := as.stop)
as.as.allM p (start := as.start) (stop := as.stop)
@[inline]
def forM {α : Type u} {m : Type v Type w} [Monad m] (f : α m PUnit) (as : Subarray α) : m PUnit :=
as.array.forM f (start := as.start) (stop := as.stop)
as.as.forM f (start := as.start) (stop := as.stop)
@[inline]
def forRevM {α : Type u} {m : Type v Type w} [Monad m] (f : α m PUnit) (as : Subarray α) : m PUnit :=
as.array.forRevM f (start := as.stop) (stop := as.start)
as.as.forRevM f (start := as.stop) (stop := as.start)
@[inline]
def foldl {α : Type u} {β : Type v} (f : β α β) (init : β) (as : Subarray α) : β :=
@@ -150,25 +135,15 @@ variable {α : Type u}
def toSubarray (as : Array α) (start : Nat := 0) (stop : Nat := as.size) : Subarray α :=
if h₂ : stop as.size then
if h₁ : start stop then
{ array := as, start := start, stop := stop,
start_le_stop := h₁, stop_le_array_size := h₂ }
else
{ array := as, start := stop, stop := stop,
start_le_stop := Nat.le_refl _, stop_le_array_size := h₂ }
if h₁ : start stop then
{ as := as, start := start, stop := stop, h₁ := h₁, h₂ := h₂ }
else
{ as := as, start := stop, stop := stop, h₁ := Nat.le_refl _, h₂ := h₂ }
else
if h₁ : start as.size then
{ array := as,
start := start,
stop := as.size,
start_le_stop := h₁,
stop_le_array_size := Nat.le_refl _ }
else
{ array := as,
start := as.size,
stop := as.size,
start_le_stop := Nat.le_refl _,
stop_le_array_size := Nat.le_refl _ }
if h₁ : start as.size then
{ as := as, start := start, stop := as.size, h₁ := h₁, h₂ := Nat.le_refl _ }
else
{ as := as, start := as.size, stop := as.size, h₁ := Nat.le_refl _, h₂ := Nat.le_refl _ }
@[coe]
def ofSubarray (s : Subarray α) : Array α := Id.run do

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@@ -1,71 +0,0 @@
/-
Copyright (c) 2024 Lean FRO, LLC. All rights reserved.
Released under Apache 2.0 license as described in the file LICENSE.
Authors: David Thrane Christiansen
-/
prelude
import Init.Data.Array.Basic
import Init.Data.Array.Subarray
import Init.Omega
/-
This module contains splitting operations on subarrays that crucially rely on `omega` for proof
automation. Placing them in another module breaks an import cycle, because `omega` itself uses the
array library.
-/
namespace Subarray
/--
Splits a subarray into two parts.
-/
def split (s : Subarray α) (i : Fin s.size.succ) : (Subarray α × Subarray α) :=
let i', isLt := i
have := s.start_le_stop
have := s.stop_le_array_size
have : i' s.stop - s.start := Nat.lt_succ.mp isLt
have : s.start + i' s.stop := by omega
have : s.start + i' s.array.size := by omega
have : s.start + i' s.stop := by
simp only [size] at isLt
omega
let pre := {s with
stop := s.start + i',
start_le_stop := by omega,
stop_le_array_size := by assumption
}
let post := {s with
start := s.start + i'
start_le_stop := by assumption
}
(pre, post)
/--
Removes the first `i` elements of the subarray. If there are `i` or fewer elements, the resulting
subarray is empty.
-/
def drop (arr : Subarray α) (i : Nat) : Subarray α where
array := arr.array
start := min (arr.start + i) arr.stop
stop := arr.stop
start_le_stop := by
rw [Nat.min_def]
split <;> simp only [Nat.le_refl, *]
stop_le_array_size := arr.stop_le_array_size
/--
Keeps only the first `i` elements of the subarray. If there are `i` or fewer elements, the resulting
subarray is empty.
-/
def take (arr : Subarray α) (i : Nat) : Subarray α where
array := arr.array
start := arr.start
stop := min (arr.start + i) arr.stop
start_le_stop := by
have := arr.start_le_stop
rw [Nat.min_def]
split <;> omega
stop_le_array_size := by
have := arr.stop_le_array_size
rw [Nat.min_def]
split <;> omega

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@@ -1,7 +1,7 @@
/-
Copyright (c) 2024 Lean FRO, LLC. All rights reserved.
Released under Apache 2.0 license as described in the file LICENSE.
Authors: Joe Hendrix, Wojciech Nawrocki, Leonardo de Moura, Mario Carneiro, Alex Keizer, Harun Khan, Abdalrhman M Mohamed
Authors: Joe Hendrix, Wojciech Nawrocki, Leonardo de Moura, Mario Carneiro, Alex Keizer
-/
prelude
import Init.Data.Fin.Basic
@@ -34,7 +34,7 @@ structure BitVec (w : Nat) where
O(1), because we use `Fin` as the internal representation of a bitvector. -/
toFin : Fin (2^w)
@[deprecated] protected abbrev Std.BitVec := _root_.BitVec
@[deprecated] abbrev Std.BitVec := _root_.BitVec
-- We manually derive the `DecidableEq` instances for `BitVec` because
-- we want to have builtin support for bit-vector literals, and we

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@@ -1,7 +1,7 @@
/-
Copyright (c) 2023 Lean FRO, LLC. All rights reserved.
Released under Apache 2.0 license as described in the file LICENSE.
Authors: Joe Hendrix, Harun Khan, Alex Keizer, Abdalrhman M Mohamed,
Authors: Joe Hendrix
-/
prelude
import Init.Data.Bool
@@ -728,7 +728,8 @@ theorem toNat_cons' {x : BitVec w} :
rw [ BitVec.msb, msb_cons]
@[simp] theorem getMsb_cons_succ : (cons a x).getMsb (i + 1) = x.getMsb i := by
simp [cons, Nat.le_add_left 1 i]
simp [cons, cond_eq_if]
omega
theorem truncate_succ (x : BitVec w) :
truncate (i+1) x = cons (getLsb x i) (truncate i x) := by
@@ -817,13 +818,9 @@ Definition of bitvector addition as a nat.
.ofFin x + y = .ofFin (x + y.toFin) := rfl
@[simp] theorem add_ofFin (x : BitVec n) (y : Fin (2^n)) :
x + .ofFin y = .ofFin (x.toFin + y) := rfl
theorem ofNat_add {n} (x y : Nat) : (x + y)#n = x#n + y#n := by
@[simp] theorem ofNat_add_ofNat {n} (x y : Nat) : x#n + y#n = (x + y)#n := by
apply eq_of_toNat_eq ; simp [BitVec.ofNat]
theorem ofNat_add_ofNat {n} (x y : Nat) : x#n + y#n = (x + y)#n :=
(ofNat_add x y).symm
protected theorem add_assoc (x y z : BitVec n) : x + y + z = x + (y + z) := by
apply eq_of_toNat_eq ; simp [Nat.add_assoc]
@@ -839,15 +836,6 @@ theorem truncate_add (x y : BitVec w) (h : i ≤ w) :
have dvd : 2^i 2^w := Nat.pow_dvd_pow _ h
simp [bv_toNat, h, Nat.mod_mod_of_dvd _ dvd]
@[simp, bv_toNat] theorem toInt_add (x y : BitVec w) :
(x + y).toInt = (x.toInt + y.toInt).bmod (2^w) := by
simp [toInt_eq_toNat_bmod]
theorem ofInt_add {n} (x y : Int) : BitVec.ofInt n (x + y) =
BitVec.ofInt n x + BitVec.ofInt n y := by
apply eq_of_toInt_eq
simp
/-! ### sub/neg -/
theorem sub_def {n} (x y : BitVec n) : x - y = .ofNat n (x.toNat + (2^n - y.toNat)) := by rfl
@@ -924,15 +912,6 @@ instance : Std.Associative (fun (x y : BitVec w) => x * y) := ⟨BitVec.mul_asso
instance : Std.LawfulCommIdentity (fun (x y : BitVec w) => x * y) (1#w) where
right_id := BitVec.mul_one
@[simp, bv_toNat] theorem toInt_mul (x y : BitVec w) :
(x * y).toInt = (x.toInt * y.toInt).bmod (2^w) := by
simp [toInt_eq_toNat_bmod]
theorem ofInt_mul {n} (x y : Int) : BitVec.ofInt n (x * y) =
BitVec.ofInt n x * BitVec.ofInt n y := by
apply eq_of_toInt_eq
simp
/-! ### le and lt -/
@[bv_toNat] theorem le_def (x y : BitVec n) :

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@@ -220,12 +220,6 @@ due to `beq_iff_eq`.
/-! ### coercision related normal forms -/
theorem beq_eq_decide_eq [BEq α] [LawfulBEq α] [DecidableEq α] (a b : α) :
(a == b) = decide (a = b) := by
cases h : a == b
· simp [ne_of_beq_false h]
· simp [eq_of_beq h]
@[simp] theorem not_eq_not : {a b : Bool}, ¬a = !b a = b := by decide
@[simp] theorem not_not_eq : {a b : Bool}, ¬(!a) = b a = b := by decide
@@ -236,11 +230,6 @@ theorem beq_eq_decide_eq [BEq α] [LawfulBEq α] [DecidableEq α] (a b : α) :
@[simp] theorem coe_false_iff_true : (a b : Bool), (a = false b) (!a) = b := by decide
@[simp] theorem coe_false_iff_false : (a b : Bool), (a = false b = false) (!a) = (!b) := by decide
/-! ### beq properties -/
theorem beq_comm {α} [BEq α] [LawfulBEq α] {a b : α} : (a == b) = (b == a) :=
(Bool.coe_iff_coe (a == b) (b == a)).mp (by simp [@eq_comm α])
/-! ### xor -/
theorem false_xor : (x : Bool), xor false x = x := false_bne

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@@ -13,40 +13,17 @@ namespace Fin
instance coeToNat : CoeOut (Fin n) Nat :=
fun v => v.val
/--
From the empty type `Fin 0`, any desired result `α` can be derived. This is simlar to `Empty.elim`.
-/
def elim0.{u} {α : Sort u} : Fin 0 α
| _, h => absurd h (not_lt_zero _)
/--
Returns the successor of the argument.
The bound in the result type is increased:
```
(2 : Fin 3).succ = (3 : Fin 4)
```
This differs from addition, which wraps around:
```
(2 : Fin 3) + 1 = (0 : Fin 3)
```
-/
def succ : Fin n Fin n.succ
| i, h => i+1, Nat.succ_lt_succ h
variable {n : Nat}
/--
Returns `a` modulo `n + 1` as a `Fin n.succ`.
-/
protected def ofNat {n : Nat} (a : Nat) : Fin n.succ :=
a % (n+1), Nat.mod_lt _ (Nat.zero_lt_succ _)
/--
Returns `a` modulo `n` as a `Fin n`.
The assumption `n > 0` ensures that `Fin n` is nonempty.
-/
protected def ofNat' {n : Nat} (a : Nat) (h : n > 0) : Fin n :=
a % n, Nat.mod_lt _ h
@@ -56,15 +33,12 @@ private theorem mlt {b : Nat} : {a : Nat} → a < n → b % n < n
have : n > 0 := Nat.lt_trans (Nat.zero_lt_succ _) h;
Nat.mod_lt _ this
/-- Addition modulo `n` -/
protected def add : Fin n Fin n Fin n
| a, h, b, _ => (a + b) % n, mlt h
/-- Multiplication modulo `n` -/
protected def mul : Fin n Fin n Fin n
| a, h, b, _ => (a * b) % n, mlt h
/-- Subtraction modulo `n` -/
protected def sub : Fin n Fin n Fin n
| a, h, b, _ => (a + (n - b)) % n, mlt h

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@@ -541,7 +541,7 @@ theorem pred_mk {n : Nat} (i : Nat) (h : i < n + 1) (w) : Fin.pred ⟨i, h⟩ w
{a b : Fin (n + 1)} {ha : a 0} {hb : b 0}, a.pred ha = b.pred hb a = b
| 0, _, _, ha, _ => by simp only [mk_zero, ne_eq, not_true] at ha
| i + 1, _, 0, _, _, hb => by simp only [mk_zero, ne_eq, not_true] at hb
| i + 1, hi, j + 1, hj, ha, hb => by simp [ext_iff, Nat.succ.injEq]
| i + 1, hi, j + 1, hj, ha, hb => by simp [ext_iff]
@[simp] theorem pred_one {n : Nat} :
Fin.pred (1 : Fin (n + 2)) (Ne.symm (Fin.ne_of_lt one_pos)) = 0 := rfl
@@ -683,7 +683,6 @@ and `cast` defines the inductive step using `motive i.succ`, inducting downwards
termination_by n + 1 - i
decreasing_by decreasing_with
-- FIXME: we put the proof down here to avoid getting a dummy `have` in the definition
try simp only [Nat.succ_sub_succ_eq_sub]
exact Nat.add_sub_add_right .. Nat.sub_lt_sub_left i.2 (Nat.lt_succ_self i)
@[simp] theorem reverseInduction_last {n : Nat} {motive : Fin (n + 1) Sort _} {zero succ} :

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@@ -100,7 +100,7 @@ protected def neg (n : @& Int) : Int :=
```
-/
@[default_instance mid]
instance instNegInt : Neg Int where
instance : Neg Int where
neg := Int.neg
/-- Subtraction of two natural numbers. -/
@@ -173,13 +173,13 @@ inductive NonNeg : Int → Prop where
/-- Definition of `a ≤ b`, encoded as `b - a ≥ 0`. -/
protected def le (a b : Int) : Prop := NonNeg (b - a)
instance instLEInt : LE Int where
instance : LE Int where
le := Int.le
/-- Definition of `a < b`, encoded as `a + 1 ≤ b`. -/
protected def lt (a b : Int) : Prop := (a + 1) b
instance instLTInt : LT Int where
instance : LT Int where
lt := Int.lt
set_option bootstrap.genMatcherCode false in

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@@ -1054,39 +1054,19 @@ theorem emod_add_bmod_congr (x : Int) (n : Nat) : Int.bmod (x%n + y) n = Int.bmo
simp [Int.emod_def, Int.sub_eq_add_neg]
rw [Int.mul_neg, Int.add_right_comm, Int.bmod_add_mul_cancel]
@[simp]
theorem emod_mul_bmod_congr (x : Int) (n : Nat) : Int.bmod (x%n * y) n = Int.bmod (x * y) n := by
simp [Int.emod_def, Int.sub_eq_add_neg]
rw [Int.mul_neg, Int.add_mul, Int.mul_assoc, Int.bmod_add_mul_cancel]
@[simp]
theorem bmod_add_bmod_congr : Int.bmod (Int.bmod x n + y) n = Int.bmod (x + y) n := by
rw [bmod_def x n]
split
case inl p =>
simp only [emod_add_bmod_congr]
simp
case inr p =>
rw [Int.sub_eq_add_neg, Int.add_right_comm, Int.sub_eq_add_neg]
simp
@[simp] theorem add_bmod_bmod : Int.bmod (x + Int.bmod y n) n = Int.bmod (x + y) n := by
rw [Int.add_comm x, Int.bmod_add_bmod_congr, Int.add_comm y]
@[simp]
theorem bmod_mul_bmod : Int.bmod (Int.bmod x n * y) n = Int.bmod (x * y) n := by
rw [bmod_def x n]
split
case inl p =>
simp
case inr p =>
rw [Int.sub_mul, Int.sub_eq_add_neg, Int.mul_neg]
simp
@[simp] theorem mul_bmod_bmod : Int.bmod (x * Int.bmod y n) n = Int.bmod (x * y) n := by
rw [Int.mul_comm x, bmod_mul_bmod, Int.mul_comm x]
theorem add_bmod (a b : Int) (n : Nat) : (a + b).bmod n = (a.bmod n + b.bmod n).bmod n := by
simp
theorem add_bmod_bmod : Int.bmod (x + Int.bmod y n) n = Int.bmod (x + y) n := by
rw [Int.add_comm x, Int.bmod_add_bmod_congr, Int.add_comm y]
theorem emod_bmod {x : Int} {m : Nat} : bmod (x % m) m = bmod x m := by
simp [bmod]

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@@ -5,7 +5,6 @@ Author: Leonardo de Moura
-/
prelude
import Init.Data.Nat.Linear
import Init.Ext
universe u
@@ -13,147 +12,60 @@ namespace List
/-! The following functions can't be defined at `Init.Data.List.Basic`, because they depend on `Init.Util`,
and `Init.Util` depends on `Init.Data.List.Basic`. -/
/--
Returns the `i`-th element in the list (zero-based).
If the index is out of bounds (`i ≥ as.length`), this function panics when executed, and returns
`default`. See `get?` and `getD` for safer alternatives.
-/
def get! [Inhabited α] : (as : List α) (i : Nat) α
def get! [Inhabited α] : List α Nat α
| a::_, 0 => a
| _::as, n+1 => get! as n
| _, _ => panic! "invalid index"
/--
Returns the `i`-th element in the list (zero-based).
If the index is out of bounds (`i ≥ as.length`), this function returns `none`.
Also see `get`, `getD` and `get!`.
-/
def get? : (as : List α) (i : Nat) Option α
def get? : List α Nat Option α
| a::_, 0 => some a
| _::as, n+1 => get? as n
| _, _ => none
/--
Returns the `i`-th element in the list (zero-based).
def getD (as : List α) (idx : Nat) (a₀ : α) : α :=
(as.get? idx).getD a₀
If the index is out of bounds (`i ≥ as.length`), this function returns `fallback`.
See also `get?` and `get!`.
-/
def getD (as : List α) (i : Nat) (fallback : α) : α :=
(as.get? i).getD fallback
@[ext] theorem ext : {l₁ l₂ : List α}, ( n, l₁.get? n = l₂.get? n) l₁ = l₂
| [], [], _ => rfl
| a :: l₁, [], h => nomatch h 0
| [], a' :: l₂, h => nomatch h 0
| a :: l₁, a' :: l₂, h => by
have h0 : some a = some a' := h 0
injection h0 with aa; simp only [aa, ext fun n => h (n+1)]
/--
Returns the first element in the list.
If the list is empty, this function panics when executed, and returns `default`.
See `head` and `headD` for safer alternatives.
-/
def head! [Inhabited α] : List α α
| [] => panic! "empty list"
| a::_ => a
/--
Returns the first element in the list.
If the list is empty, this function returns `none`.
Also see `headD` and `head!`.
-/
def head? : List α Option α
| [] => none
| a::_ => some a
/--
Returns the first element in the list.
If the list is empty, this function returns `fallback`.
Also see `head?` and `head!`.
-/
def headD : (as : List α) (fallback : α) α
| [], fallback => fallback
def headD : List α α α
| [], a₀ => a₀
| a::_, _ => a
/--
Returns the first element of a non-empty list.
-/
def head : (as : List α) as [] α
| a::_, _ => a
/--
Drops the first element of the list.
If the list is empty, this function panics when executed, and returns the empty list.
See `tail` and `tailD` for safer alternatives.
-/
def tail! : List α List α
| [] => panic! "empty list"
| _::as => as
/--
Drops the first element of the list.
If the list is empty, this function returns `none`.
Also see `tailD` and `tail!`.
-/
def tail? : List α Option (List α)
| [] => none
| _::as => some as
/--
Drops the first element of the list.
def tailD : List α List α List α
| [], as₀ => as₀
| _::as, _ => as
If the list is empty, this function returns `fallback`.
Also see `head?` and `head!`.
-/
def tailD (list fallback : List α) : List α :=
match list with
| [] => fallback
| _ :: tl => tl
/--
Returns the last element of a non-empty list.
-/
def getLast : (as : List α), as [] α
| [], h => absurd rfl h
| [a], _ => a
| _::b::as, _ => getLast (b::as) (fun h => List.noConfusion h)
/--
Returns the last element in the list.
If the list is empty, this function panics when executed, and returns `default`.
See `getLast` and `getLastD` for safer alternatives.
-/
def getLast! [Inhabited α] : List α α
| [] => panic! "empty list"
| a::as => getLast (a::as) (fun h => List.noConfusion h)
/--
Returns the last element in the list.
If the list is empty, this function returns `none`.
Also see `getLastD` and `getLast!`.
-/
def getLast? : List α Option α
| [] => none
| a::as => some (getLast (a::as) (fun h => List.noConfusion h))
/--
Returns the last element in the list.
If the list is empty, this function returns `fallback`.
Also see `getLast?` and `getLast!`.
-/
def getLastD : (as : List α) (fallback : α) α
def getLastD : List α α α
| [], a₀ => a₀
| a::as, _ => getLast (a::as) (fun h => List.noConfusion h)

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@@ -40,13 +40,6 @@ Finally, we rarely use `mapM` with something that is not a `Monad`.
Users that want to use `mapM` with `Applicative` should use `mapA` instead.
-/
/--
Applies the monadic action `f` on every element in the list, left-to-right, and returns the list of
results.
See `List.forM` for the variant that discards the results.
See `List.mapA` for the variant that works with `Applicative`.
-/
@[inline]
def mapM {m : Type u Type v} [Monad m] {α : Type w} {β : Type u} (f : α m β) (as : List α) : m (List β) :=
let rec @[specialize] loop
@@ -54,42 +47,17 @@ def mapM {m : Type u → Type v} [Monad m] {α : Type w} {β : Type u} (f : α
| a :: as, bs => do loop as (( f a)::bs)
loop as []
/--
Applies the applicative action `f` on every element in the list, left-to-right, and returns the list of
results.
NB: If `m` is also a `Monad`, then using `mapM` can be more efficient.
See `List.forA` for the variant that discards the results.
See `List.mapM` for the variant that works with `Monad`.
**Warning**: this function is not tail-recursive, meaning that it may fail with a stack overflow on long lists.
-/
@[specialize]
def mapA {m : Type u Type v} [Applicative m] {α : Type w} {β : Type u} (f : α m β) : List α m (List β)
| [] => pure []
| a::as => List.cons <$> f a <*> mapA f as
/--
Applies the monadic action `f` on every element in the list, left-to-right.
See `List.mapM` for the variant that collects results.
See `List.forA` for the variant that works with `Applicative`.
-/
@[specialize]
protected def forM {m : Type u Type v} [Monad m] {α : Type w} (as : List α) (f : α m PUnit) : m PUnit :=
match as with
| [] => pure
| a :: as => do f a; List.forM as f
/--
Applies the applicative action `f` on every element in the list, left-to-right.
NB: If `m` is also a `Monad`, then using `forM` can be more efficient.
See `List.mapA` for the variant that collects results.
See `List.forM` for the variant that works with `Monad`.
-/
@[specialize]
def forA {m : Type u Type v} [Applicative m] {α : Type w} (as : List α) (f : α m PUnit) : m PUnit :=
match as with
@@ -103,27 +71,15 @@ def filterAuxM {m : Type → Type v} [Monad m] {α : Type} (f : α → m Bool) :
let b f h
filterAuxM f t (cond b (h :: acc) acc)
/--
Applies the monadic predicate `p` on every element in the list, left-to-right, and returns those
elements `x` for which `p x` returns `true`.
-/
@[inline]
def filterM {m : Type Type v} [Monad m] {α : Type} (p : α m Bool) (as : List α) : m (List α) := do
let as filterAuxM p as []
def filterM {m : Type Type v} [Monad m] {α : Type} (f : α m Bool) (as : List α) : m (List α) := do
let as filterAuxM f as []
pure as.reverse
/--
Applies the monadic predicate `p` on every element in the list, right-to-left, and returns those
elements `x` for which `p x` returns `true`.
-/
@[inline]
def filterRevM {m : Type Type v} [Monad m] {α : Type} (p : α m Bool) (as : List α) : m (List α) :=
filterAuxM p as.reverse []
def filterRevM {m : Type Type v} [Monad m] {α : Type} (f : α m Bool) (as : List α) : m (List α) :=
filterAuxM f as.reverse []
/--
Applies the monadic function `f` on every element `x` in the list, left-to-right, and returns those
results `y` for which `f x` returns `some y`.
-/
@[inline]
def filterMapM {m : Type u Type v} [Monad m] {α β : Type u} (f : α m (Option β)) (as : List α) : m (List β) :=
let rec @[specialize] loop
@@ -134,16 +90,6 @@ def filterMapM {m : Type u → Type v} [Monad m] {α β : Type u} (f : α → m
| some b => loop as (b::bs)
loop as.reverse []
/--
Folds a monadic function over a list from left to right:
```
foldlM f x₀ [a, b, c] = do
let x₁ ← f x₀ a
let x₂ ← f x₁ b
let x₃ ← f x₂ c
pure x₃
```
-/
@[specialize]
protected def foldlM {m : Type u Type v} [Monad m] {s : Type u} {α : Type w} : (f : s α m s) (init : s) List α m s
| _, s, [] => pure s
@@ -151,26 +97,10 @@ protected def foldlM {m : Type u → Type v} [Monad m] {s : Type u} {α : Type w
let s' f s a
List.foldlM f s' as
/--
Folds a monadic function over a list from right to left:
```
foldrM f x₀ [a, b, c] = do
let x₁ ← f c x₀
let x₂ ← f b x₁
let x₃ ← f a x₂
pure x₃
```
-/
@[inline]
def foldrM {m : Type u Type v} [Monad m] {s : Type u} {α : Type w} (f : α s m s) (init : s) (l : List α) : m s :=
l.reverse.foldlM (fun s a => f a s) init
/--
Maps `f` over the list and collects the results with `<|>`.
```
firstM f [a, b, c] = f a <|> f b <|> f c <|> failure
```
-/
@[specialize]
def firstM {m : Type u Type v} [Alternative m] {α : Type w} {β : Type u} (f : α m β) : List α m β
| [] => failure

View File

@@ -249,14 +249,12 @@ theorem getD_eq_get? : ∀ l n (a : α), getD l n a = (get? l n).getD a
theorem get?_append_right : {l₁ l₂ : List α} {n : Nat}, l₁.length n
(l₁ ++ l₂).get? n = l₂.get? (n - l₁.length)
| [], _, n, _ => rfl
| a :: l, _, n+1, h₁ => by
rw [cons_append]
simp [Nat.succ_sub_succ_eq_sub, get?_append_right (Nat.lt_succ.1 h₁)]
| a :: l, _, n+1, h₁ => by rw [cons_append]; simp [get?_append_right (Nat.lt_succ.1 h₁)]
theorem get?_reverse' : {l : List α} (i j), i + j + 1 = length l
get? l.reverse i = get? l j
| [], _, _, _ => rfl
| a::l, i, 0, h => by simp [Nat.succ.injEq] at h; simp [h, get?_append_right, Nat.succ.injEq]
| a::l, i, 0, h => by simp at h; simp [h, get?_append_right]
| a::l, i, j+1, h => by
have := Nat.succ.inj h; simp at this
rw [get?_append, get?_reverse' _ j this]
@@ -274,19 +272,6 @@ theorem get?_reverse {l : List α} (i) (h : i < length l) :
@[simp] theorem getD_cons_succ : getD (x :: xs) (n + 1) d = getD xs n d := rfl
theorem ext_get {l₁ l₂ : List α} (hl : length l₁ = length l₂)
(h : n h₁ h₂, get l₁ n, h₁ = get l₂ n, h₂) : l₁ = l₂ :=
ext fun n =>
if h₁ : n < length l₁ then by
rw [get?_eq_get, get?_eq_get, h n h₁ (by rwa [ hl])]
else by
have h₁ := Nat.le_of_not_lt h₁
rw [get?_len_le h₁, get?_len_le]; rwa [ hl]
@[simp] theorem get_map (f : α β) {l n} :
get (map f l) n = f (get l n, length_map l f n.2) :=
Option.some.inj <| by rw [ get?_eq_get, get?_map, get?_eq_get]; rfl
/-! ### take and drop -/
@[simp] theorem take_append_drop : (n : Nat) (l : List α), take n l ++ drop n l = l
@@ -404,14 +389,6 @@ theorem foldr_eq_foldrM (f : α → β → β) (b) (l : List α) :
theorem foldr_self (l : List α) : l.foldr cons [] = l := by simp
theorem foldl_map (f : β₁ β₂) (g : α β₂ α) (l : List β₁) (init : α) :
(l.map f).foldl g init = l.foldl (fun x y => g x (f y)) init := by
induction l generalizing init <;> simp [*]
theorem foldr_map (f : α₁ α₂) (g : α₂ β β) (l : List α₁) (init : β) :
(l.map f).foldr g init = l.foldr (fun x y => g (f x) y) init := by
induction l generalizing init <;> simp [*]
/-! ### mapM -/
/-- Alternate (non-tail-recursive) form of mapM for proofs. -/

View File

@@ -19,4 +19,3 @@ import Init.Data.Nat.Lemmas
import Init.Data.Nat.Mod
import Init.Data.Nat.Lcm
import Init.Data.Nat.Compare
import Init.Data.Nat.Simproc

View File

@@ -174,7 +174,7 @@ protected theorem add_right_comm (n m k : Nat) : (n + m) + k = (n + k) + m := by
protected theorem add_left_cancel {n m k : Nat} : n + m = n + k m = k := by
induction n with
| zero => simp
| succ n ih => simp [succ_add, succ.injEq]; intro h; apply ih h
| succ n ih => simp [succ_add]; intro h; apply ih h
protected theorem add_right_cancel {n m k : Nat} (h : n + m = k + m) : n = k := by
rw [Nat.add_comm n m, Nat.add_comm k m] at h
@@ -248,7 +248,7 @@ theorem lt_succ_of_le {n m : Nat} : n ≤ m → n < succ m := succ_le_succ
@[simp] protected theorem sub_zero (n : Nat) : n - 0 = n := rfl
theorem succ_sub_succ_eq_sub (n m : Nat) : succ n - succ m = n - m := by
@[simp] theorem succ_sub_succ_eq_sub (n m : Nat) : succ n - succ m = n - m := by
induction m with
| zero => exact rfl
| succ m ih => apply congrArg pred ih
@@ -574,7 +574,7 @@ theorem eq_zero_or_eq_succ_pred : ∀ n, n = 0 n = succ (pred n)
| 0 => .inl rfl
| _+1 => .inr rfl
theorem succ_inj' : succ a = succ b a = b := (Nat.succ.injEq a b).to_iff
theorem succ_inj' : succ a = succ b a = b := succ.inj, congrArg _
theorem succ_le_succ_iff : succ a succ b a b := le_of_succ_le_succ, succ_le_succ
@@ -802,7 +802,7 @@ theorem add_sub_of_le {a b : Nat} (h : a ≤ b) : a + (b - a) = b := by
protected theorem add_sub_add_right (n k m : Nat) : (n + k) - (m + k) = n - m := by
induction k with
| zero => simp
| succ k ih => simp [ Nat.add_assoc, succ_sub_succ_eq_sub, ih]
| succ k ih => simp [ Nat.add_assoc, ih]
protected theorem add_sub_add_left (k n m : Nat) : (k + n) - (k + m) = n - m := by
rw [Nat.add_comm k n, Nat.add_comm k m, Nat.add_sub_add_right]

View File

@@ -9,7 +9,6 @@ import Init.Data.Bool
import Init.Data.Int.Pow
import Init.Data.Nat.Bitwise.Basic
import Init.Data.Nat.Lemmas
import Init.Data.Nat.Simproc
import Init.TacticsExtra
import Init.Omega
@@ -272,7 +271,7 @@ theorem testBit_two_pow_sub_succ (h₂ : x < 2 ^ n) (i : Nat) :
induction i generalizing n x with
| zero =>
match n with
| 0 => simp [succ_sub_succ_eq_sub]
| 0 => simp
| n+1 =>
simp [not_decide_mod_two_eq_one]
omega
@@ -280,7 +279,7 @@ theorem testBit_two_pow_sub_succ (h₂ : x < 2 ^ n) (i : Nat) :
simp only [testBit_succ]
match n with
| 0 =>
simp [decide_eq_false, succ_sub_succ_eq_sub]
simp [decide_eq_false]
| n+1 =>
rw [Nat.two_pow_succ_sub_succ_div_two, ih]
· simp [Nat.succ_lt_succ_iff]

View File

@@ -28,7 +28,7 @@ protected def div (x y : @& Nat) : Nat :=
0
decreasing_by apply div_rec_lemma; assumption
instance instDiv : Div Nat := Nat.div
instance : Div Nat := Nat.div
theorem div_eq (x y : Nat) : x / y = if 0 < y y x then (x - y) / y + 1 else 0 := by
show Nat.div x y = _
@@ -90,7 +90,7 @@ protected def mod : @& Nat → @& Nat → Nat
| 0, _ => 0
| x@(_ + 1), y => Nat.modCore x y
instance instMod : Mod Nat := Nat.mod
instance : Mod Nat := Nat.mod
protected theorem modCore_eq_mod (x y : Nat) : Nat.modCore x y = x % y := by
cases x with

View File

@@ -10,24 +10,6 @@ import Init.RCases
namespace Nat
/--
Computes the greatest common divisor of two natural numbers.
This reference implementation via the Euclidean algorithm
is overridden in both the kernel and the compiler to efficiently
evaluate using the "bignum" representation (see `Nat`).
The definition provided here is the logical model
(and it is soundness-critical that they coincide).
The GCD of two natural numbers is the largest natural number
that divides both arguments.
In particular, the GCD of a number and `0` is the number itself:
```
example : Nat.gcd 10 15 = 5 := rfl
example : Nat.gcd 0 5 = 5 := rfl
example : Nat.gcd 7 0 = 7 := rfl
```
-/
@[extern "lean_nat_gcd"]
def gcd (m n : @& Nat) : Nat :=
if m = 0 then

View File

@@ -88,7 +88,7 @@ protected theorem add_pos_right (m) (h : 0 < n) : 0 < m + n :=
Nat.lt_of_lt_of_le h (Nat.le_add_left ..)
protected theorem add_self_ne_one : n, n + n 1
| n+1, h => by rw [Nat.succ_add, Nat.succ.injEq] at h; contradiction
| n+1, h => by rw [Nat.succ_add, Nat.succ_inj'] at h; contradiction
/-! ## sub -/

View File

@@ -580,7 +580,7 @@ attribute [-simp] Nat.right_distrib Nat.left_distrib
theorem PolyCnstr.denote_mul (ctx : Context) (k : Nat) (c : PolyCnstr) : (c.mul (k+1)).denote ctx = c.denote ctx := by
cases c; rename_i eq lhs rhs
have : k 0 k + 1 1 := by intro h; match k with | 0 => contradiction | k+1 => simp [Nat.succ.injEq]
have : k 0 k + 1 1 := by intro h; match k with | 0 => contradiction | k+1 => simp
have : ¬ (k == 0) (k + 1 == 1) = false := fun h => beq_false_of_ne (this (ne_of_beq_false (Bool.of_not_eq_true h)))
have : ¬ ((k + 1 == 0) = true) := fun h => absurd (eq_of_beq h) (Nat.succ_ne_zero k)
have : (1 == (0 : Nat)) = false := rfl

View File

@@ -1,108 +0,0 @@
/-
Copyright (c) 2023 Lean FRO. All rights reserved.
Released under Apache 2.0 license as described in the file LICENSE.
Authors: Joe Hendrix
-/
prelude
import Init.Data.Bool
import Init.Data.Nat.Basic
import Init.Data.Nat.Lemmas
/-!
This contains lemmas used by the Nat simprocs for simplifying arithmetic
addition offsets.
-/
namespace Nat.Simproc
/- Sub proofs -/
theorem sub_add_eq_comm (a b c : Nat) : a - (b + c) = a - c - b := by
rw [Nat.add_comm b c]
exact Nat.sub_add_eq a c b
theorem add_sub_add_le (a c : Nat) {b d : Nat} (h : b d) : a + b - (c + d) = a - (c + (d-b)) := by
induction b generalizing a c d with
| zero =>
simp
| succ b ind =>
match d with
| 0 =>
contradiction
| d + 1 =>
have g := Nat.le_of_succ_le_succ h
rw [Nat.add_succ a, Nat.add_succ c, Nat.succ_sub_succ, Nat.succ_sub_succ,
ind _ _ g]
theorem add_sub_add_ge (a c : Nat) {b d : Nat} (h : b d) : a + b - (c + d) = a + (b - d) - c := by
rw [Nat.add_comm c d, Nat.sub_add_eq, Nat.add_sub_assoc h a]
theorem add_sub_le (a : Nat) {b c : Nat} (h : b c) : a + b - c = a - (c - b) := by
have p := add_sub_add_le a 0 h
simp only [Nat.zero_add] at p
exact p
/- Eq proofs -/
theorem add_eq_gt (a : Nat) {b c : Nat} (h : b > c) : (a + b = c) = False :=
eq_false (Nat.ne_of_gt (Nat.lt_of_lt_of_le h (le_add_left b a)))
theorem eq_add_gt (a : Nat) {b c : Nat} (h : c > a) : (a = b + c) = False := by
rw [@Eq.comm Nat a (b + c)]
exact add_eq_gt b h
theorem add_eq_add_le (a c : Nat) {b d : Nat} (h : b d) : (a + b = c + d) = (a = c + (d - b)) := by
have g : b c + d := Nat.le_trans h (le_add_left d c)
rw [ Nat.add_sub_assoc h, @Eq.comm _ a, Nat.sub_eq_iff_eq_add g, @Eq.comm _ (a + b)]
theorem add_eq_add_ge (a c : Nat) {b d : Nat} (h : b d) : (a + b = c + d) = (a + (b - d) = c) := by
rw [@Eq.comm _ (a + b) _, add_eq_add_le c a h, @Eq.comm _ _ c]
theorem add_eq_le (a : Nat) {b c : Nat} (h : b c) : (a + b = c) = (a = c - b) := by
have r := add_eq_add_le a 0 h
simp only [Nat.zero_add] at r
exact r
theorem eq_add_le {a : Nat} (b : Nat) {c : Nat} (h : c a) : (a = b + c) = (b = a - c) := by
rw [@Eq.comm Nat a (b + c)]
exact add_eq_le b h
/- Lemmas for lifting Eq proofs to beq -/
theorem beqEqOfEqEq {a b c d : Nat} (p : (a = b) = (c = d)) : (a == b) = (c == d) := by
simp only [Bool.beq_eq_decide_eq, p]
theorem beqFalseOfEqFalse {a b : Nat} (p : (a = b) = False) : (a == b) = false := by
simp [Bool.beq_eq_decide_eq, p]
theorem bneEqOfEqEq {a b c d : Nat} (p : (a = b) = (c = d)) : (a != b) = (c != d) := by
simp only [bne, beqEqOfEqEq p]
theorem bneTrueOfEqFalse {a b : Nat} (p : (a = b) = False) : (a != b) = true := by
simp [bne, beqFalseOfEqFalse p]
/- le proofs -/
theorem add_le_add_le (a c : Nat) {b d : Nat} (h : b d) : (a + b c + d) = (a c + (d - b)) := by
rw [ Nat.add_sub_assoc h, Nat.le_sub_iff_add_le]
exact Nat.le_trans h (le_add_left d c)
theorem add_le_add_ge (a c : Nat) {b d : Nat} (h : b d) : (a + b c + d) = (a + (b - d) c) := by
rw [ Nat.add_sub_assoc h, Nat.sub_le_iff_le_add]
theorem add_le_le (a : Nat) {b c : Nat} (h : b c) : (a + b c) = (a c - b) := by
have r := add_le_add_le a 0 h
simp only [Nat.zero_add] at r
exact r
theorem add_le_gt (a : Nat) {b c : Nat} (h : b > c) : (a + b c) = False :=
eq_false (Nat.not_le_of_gt (Nat.lt_of_lt_of_le h (le_add_left b a)))
theorem le_add_le (a : Nat) {b c : Nat} (h : a c) : (a b + c) = True :=
eq_true (Nat.le_trans h (le_add_left c b))
theorem le_add_ge (a : Nat) {b c : Nat} (h : a c) : (a b + c) = (a - c b) := by
have r := add_le_add_ge 0 b h
simp only [Nat.zero_add] at r
exact r
end Nat.Simproc

View File

@@ -13,36 +13,29 @@ namespace Option
deriving instance DecidableEq for Option
deriving instance BEq for Option
/-- Lifts an optional value to any `Alternative`, sending `none` to `failure`. -/
def getM [Alternative m] : Option α m α
def toMonad [Monad m] [Alternative m] : Option α m α
| none => failure
| some a => pure a
@[deprecated getM] def toMonad [Monad m] [Alternative m] : Option α m α :=
getM
@[inline] def toBool : Option α Bool
| some _ => true
| none => false
/-- Returns `true` on `some x` and `false` on `none`. -/
@[inline] def isSome : Option α Bool
| some _ => true
| none => false
@[deprecated isSome, inline] def toBool : Option α Bool := isSome
/-- Returns `true` on `none` and `false` on `some x`. -/
@[inline] def isNone : Option α Bool
| some _ => false
| none => true
/--
`x?.isEqSome y` is equivalent to `x? == some y`, but avoids an allocation.
-/
@[inline] def isEqSome [BEq α] : Option α α Bool
| some a, b => a == b
| none, _ => false
@[inline] protected def bind : Option α (α Option β) Option β
| none, _ => none
| some a, f => f a
| some a, b => b a
/-- Runs `f` on `o`'s value, if any, and returns its result, or else returns `none`. -/
@[inline] protected def bindM [Monad m] (f : α m (Option β)) (o : Option α) : m (Option β) := do
@@ -51,10 +44,6 @@ def getM [Alternative m] : Option α → m α
else
return none
/--
Runs a monadic function `f` on an optional value.
If the optional value is `none` the function is not called.
-/
@[inline] protected def mapM [Monad m] (f : α m β) (o : Option α) : m (Option β) := do
if let some a := o then
return some ( f a)
@@ -64,24 +53,18 @@ If the optional value is `none` the function is not called.
theorem map_id : (Option.map id : Option α Option α) = id :=
funext (fun o => match o with | none => rfl | some _ => rfl)
/-- Keeps an optional value only if it satisfies the predicate `p`. -/
@[always_inline, inline] protected def filter (p : α Bool) : Option α Option α
| some a => if p a then some a else none
| none => none
/-- Checks that an optional value satisfies a predicate `p` or is `none`. -/
@[always_inline, inline] protected def all (p : α Bool) : Option α Bool
| some a => p a
| none => true
/-- Checks that an optional value is not `none` and the value satisfies a predicate `p`. -/
@[always_inline, inline] protected def any (p : α Bool) : Option α Bool
| some a => p a
| none => false
/--
Implementation of `OrElse`'s `<|>` syntax for `Option`.
-/
@[always_inline, macro_inline] protected def orElse : Option α (Unit Option α) Option α
| some a, _ => some a
| none, b => b ()

View File

@@ -114,18 +114,7 @@ by `cmp₂` to break the tie.
@[inline] def compareLex (cmp₁ cmp₂ : α β Ordering) (a : α) (b : β) : Ordering :=
(cmp₁ a b).then (cmp₂ a b)
/--
`Ord α` provides a computable total order on `α`, in terms of the
`compare : αα → Ordering` function.
Typically instances will be transitive, reflexive, and antisymmetric,
but this is not enforced by the typeclass.
There is a derive handler, so appending `deriving Ord` to an inductive type or structure
will attempt to create an `Ord` instance.
-/
class Ord (α : Type u) where
/-- Compare two elements in `α` using the comparator contained in an `[Ord α]` instance. -/
compare : α α Ordering
export Ord (compare)
@@ -182,13 +171,15 @@ instance [Ord α] : Ord (Option α) where
/-- The lexicographic order on pairs. -/
def lexOrd [Ord α] [Ord β] : Ord (α × β) where
compare := compareLex (compareOn (·.1)) (compareOn (·.2))
compare p1 p2 := match compare p1.1 p2.1 with
| .eq => compare p1.2 p2.2
| o => o
def ltOfOrd [Ord α] : LT α where
lt a b := compare a b = Ordering.lt
lt a b := compare a b == Ordering.lt
instance [Ord α] : DecidableRel (@LT.lt α ltOfOrd) :=
inferInstanceAs (DecidableRel (fun a b => compare a b = Ordering.lt))
inferInstanceAs (DecidableRel (fun a b => compare a b == Ordering.lt))
def leOfOrd [Ord α] : LE α where
le a b := (compare a b).isLE

View File

@@ -13,24 +13,11 @@ open Sum Subtype Nat
open Std
/--
A typeclass that specifies the standard way of turning values of some type into `Format`.
When rendered this `Format` should be as close as possible to something that can be parsed as the
input value.
-/
class Repr (α : Type u) where
/--
Turn a value of type `α` into `Format` at a given precedence. The precedence value can be used
to avoid parentheses if they are not necessary.
-/
reprPrec : α Nat Format
export Repr (reprPrec)
/--
Turn `a` into `Format` using its `Repr` instance. The precedence level is initially set to 0.
-/
abbrev repr [Repr α] (a : α) : Format :=
reprPrec a 0
@@ -116,11 +103,6 @@ instance {p : α → Prop} [Repr α] : Repr (Subtype p) where
namespace Nat
/-
We have pure functions for calculating the decimal representation of a `Nat` (`toDigits`), but also
a fast variant that handles small numbers (`USize`) via C code (`lean_string_of_usize`).
-/
def digitChar (n : Nat) : Char :=
if n = 0 then '0' else
if n = 1 then '1' else
@@ -151,20 +133,6 @@ def toDigitsCore (base : Nat) : Nat → Nat → List Char → List Char
def toDigits (base : Nat) (n : Nat) : List Char :=
toDigitsCore base (n+1) n []
@[extern "lean_string_of_usize"]
protected def _root_.USize.repr (n : @& USize) : String :=
(toDigits 10 n.toNat).asString
/-- We statically allocate and memoize reprs for small natural numbers. -/
private def reprArray : Array String := Id.run do
List.range 128 |>.map (·.toUSize.repr) |> Array.mk
private def reprFast (n : Nat) : String :=
if h : n < 128 then Nat.reprArray.get n, h else
if h : n < USize.size then (USize.ofNatCore n h).repr
else (toDigits 10 n).asString
@[implemented_by reprFast]
protected def repr (n : Nat) : String :=
(toDigits 10 n).asString
@@ -194,32 +162,6 @@ def toSuperDigits (n : Nat) : List Char :=
def toSuperscriptString (n : Nat) : String :=
(toSuperDigits n).asString
def subDigitChar (n : Nat) : Char :=
if n = 0 then '' else
if n = 1 then '' else
if n = 2 then '' else
if n = 3 then '' else
if n = 4 then '' else
if n = 5 then '' else
if n = 6 then '' else
if n = 7 then '' else
if n = 8 then '' else
if n = 9 then '' else
'*'
partial def toSubDigitsAux : Nat List Char List Char
| n, ds =>
let d := subDigitChar <| n % 10;
let n' := n / 10;
if n' = 0 then d::ds
else toSubDigitsAux n' (d::ds)
def toSubDigits (n : Nat) : List Char :=
toSubDigitsAux n []
def toSubscriptString (n : Nat) : String :=
(toSubDigits n).asString
end Nat
instance : Repr Nat where

View File

@@ -94,8 +94,7 @@ instance : Stream (Subarray α) α where
next? s :=
if h : s.start < s.stop then
have : s.start + 1 s.stop := Nat.succ_le_of_lt h
some (s.as.get s.start, Nat.lt_of_lt_of_le h s.stop_le_array_size,
{ s with start := s.start + 1, start_le_stop := this })
some (s.as.get s.start, Nat.lt_of_lt_of_le h s.h₂, { s with start := s.start + 1, h₁ := this })
else
none

View File

@@ -44,16 +44,6 @@ def append : String → (@& String) → String
def toList (s : String) : List Char :=
s.data
/-- Returns true if `p` is a valid UTF-8 position in the string `s`, meaning that `p ≤ s.endPos`
and `p` lies on a UTF-8 character boundary. This has an O(1) implementation in the runtime. -/
@[extern "lean_string_is_valid_pos"]
def Pos.isValid (s : @&String) (p : @& Pos) : Bool :=
go s.data 0
where
go : List Char Pos Bool
| [], i => i = p
| c::cs, i => if i = p then true else go cs (i + c)
def utf8GetAux : List Char Pos Pos Char
| [], _, _ => default
| c::cs, i, p => if i = p then c else utf8GetAux cs (i + c) p
@@ -255,21 +245,12 @@ termination_by s.endPos.1 - i.1
@[specialize] def split (s : String) (p : Char Bool) : List String :=
splitAux s p 0 0 []
/--
Auxiliary for `splitOn`. Preconditions:
* `sep` is not empty
* `b <= i` are indexes into `s`
* `j` is an index into `sep`, and not at the end
It represents the state where we have currently parsed some split parts into `r` (in reverse order),
`b` is the beginning of the string / the end of the previous match of `sep`, and the first `j` bytes
of `sep` match the bytes `i-j .. i` of `s`.
-/
def splitOnAux (s sep : String) (b : Pos) (i : Pos) (j : Pos) (r : List String) : List String :=
if s.atEnd i then
if h : s.atEnd i then
let r := (s.extract b i)::r
r.reverse
else
have := Nat.sub_lt_sub_left (Nat.gt_of_not_le (mt decide_eq_true h)) (lt_next s _)
if s.get i == sep.get j then
let i := s.next i
let j := sep.next j
@@ -278,42 +259,9 @@ def splitOnAux (s sep : String) (b : Pos) (i : Pos) (j : Pos) (r : List String)
else
splitOnAux s sep b i j r
else
splitOnAux s sep b (s.next (i - j)) 0 r
termination_by (s.endPos.1 - (i - j).1, sep.endPos.1 - j.1)
decreasing_by
all_goals simp_wf
focus
rename_i h _ _
left; exact Nat.sub_lt_sub_left
(Nat.lt_of_le_of_lt (Nat.sub_le ..) (Nat.gt_of_not_le (mt decide_eq_true h)))
(Nat.lt_of_le_of_lt (Nat.sub_le ..) (lt_next s _))
focus
rename_i i₀ j₀ _ eq h'
rw [show (s.next i₀ - sep.next j₀).1 = (i₀ - j₀).1 by
show (_ + csize _) - (_ + csize _) = _
rw [(beq_iff_eq ..).1 eq, Nat.add_sub_add_right]; rfl]
right; exact Nat.sub_lt_sub_left
(Nat.lt_of_le_of_lt (Nat.le_add_right ..) (Nat.gt_of_not_le (mt decide_eq_true h')))
(lt_next sep _)
focus
rename_i h _
left; exact Nat.sub_lt_sub_left
(Nat.lt_of_le_of_lt (Nat.sub_le ..) (Nat.gt_of_not_le (mt decide_eq_true h)))
(lt_next s _)
splitOnAux s sep b (s.next i) 0 r
termination_by s.endPos.1 - i.1
/--
Splits a string `s` on occurrences of the separator `sep`. When `sep` is empty, it returns `[s]`;
when `sep` occurs in overlapping patterns, the first match is taken. There will always be exactly
`n+1` elements in the returned list if there were `n` nonoverlapping matches of `sep` in the string.
The default separator is `" "`. The separators are not included in the returned substrings.
```
"here is some text ".splitOn = ["here", "is", "some", "text", ""]
"here is some text ".splitOn "some" = ["here is ", " text "]
"here is some text ".splitOn "" = ["here is some text "]
"ababacabac".splitOn "aba" = ["", "bac", "c"]
```
-/
def splitOn (s : String) (sep : String := " ") : List String :=
if sep == "" then [s] else splitOnAux s sep 0 0 0 []

View File

@@ -17,116 +17,20 @@ def toNat! (s : String) : Nat :=
else
panic! "Nat expected"
def utf8DecodeChar? (a : ByteArray) (i : Nat) : Option Char := do
let c a[i]?
if c &&& 0x80 == 0 then
some c.toUInt32, .inl (Nat.lt_trans c.1.2 (by decide))
else if c &&& 0xe0 == 0xc0 then
let c1 a[i+1]?
guard (c1 &&& 0xc0 == 0x80)
let r := ((c &&& 0x1f).toUInt32 <<< 6) ||| (c1 &&& 0x3f).toUInt32
guard (0x80 r)
-- TODO: Prove h from the definition of r once we have the necessary lemmas
if h : r < 0xd800 then some r, .inl h else none
else if c &&& 0xf0 == 0xe0 then
let c1 a[i+1]?
let c2 a[i+2]?
guard (c1 &&& 0xc0 == 0x80 && c2 &&& 0xc0 == 0x80)
let r :=
((c &&& 0x0f).toUInt32 <<< 12) |||
((c1 &&& 0x3f).toUInt32 <<< 6) |||
(c2 &&& 0x3f).toUInt32
guard (0x800 r)
-- TODO: Prove `r < 0x110000` from the definition of r once we have the necessary lemmas
if h : r < 0xd800 0xdfff < r r < 0x110000 then some r, h else none
else if c &&& 0xf8 == 0xf0 then
let c1 a[i+1]?
let c2 a[i+2]?
let c3 a[i+3]?
guard (c1 &&& 0xc0 == 0x80 && c2 &&& 0xc0 == 0x80 && c3 &&& 0xc0 == 0x80)
let r :=
((c &&& 0x07).toUInt32 <<< 18) |||
((c1 &&& 0x3f).toUInt32 <<< 12) |||
((c2 &&& 0x3f).toUInt32 <<< 6) |||
(c3 &&& 0x3f).toUInt32
if h : 0x10000 r r < 0x110000 then
some r, .inr Nat.lt_of_lt_of_le (by decide) h.1, h.2
else none
else
none
/--
Convert a [UTF-8](https://en.wikipedia.org/wiki/UTF-8) encoded `ByteArray` string to `String`.
The result is unspecified if `a` is not properly UTF-8 encoded.
-/
@[extern "lean_string_from_utf8_unchecked"]
opaque fromUTF8Unchecked (a : @& ByteArray) : String
/-- Returns true if the given byte array consists of valid UTF-8. -/
@[extern "lean_string_validate_utf8"]
def validateUTF8 (a : @& ByteArray) : Bool :=
(loop 0).isSome
where
loop (i : Nat) : Option Unit := do
if i < a.size then
let c utf8DecodeChar? a i
loop (i + csize c)
else pure ()
termination_by a.size - i
decreasing_by exact Nat.sub_lt_sub_left _ (Nat.lt_add_of_pos_right (one_le_csize c))
/-- Converts a [UTF-8](https://en.wikipedia.org/wiki/UTF-8) encoded `ByteArray` string to `String`. -/
@[extern "lean_string_from_utf8"]
def fromUTF8 (a : @& ByteArray) (h : validateUTF8 a) : String :=
loop 0 ""
where
loop (i : Nat) (acc : String) : String :=
if i < a.size then
let c := (utf8DecodeChar? a i).getD default
loop (i + csize c) (acc.push c)
else acc
termination_by a.size - i
decreasing_by exact Nat.sub_lt_sub_left _ (Nat.lt_add_of_pos_right (one_le_csize c))
/-- Converts a [UTF-8](https://en.wikipedia.org/wiki/UTF-8) encoded `ByteArray` string to `String`,
or returns `none` if `a` is not properly UTF-8 encoded. -/
@[inline] def fromUTF8? (a : ByteArray) : Option String :=
if h : validateUTF8 a then fromUTF8 a h else none
/-- Converts a [UTF-8](https://en.wikipedia.org/wiki/UTF-8) encoded `ByteArray` string to `String`,
or panics if `a` is not properly UTF-8 encoded. -/
@[inline] def fromUTF8! (a : ByteArray) : String :=
if h : validateUTF8 a then fromUTF8 a h else panic! "invalid UTF-8 string"
def utf8EncodeChar (c : Char) : List UInt8 :=
let v := c.val
if v 0x7f then
[v.toUInt8]
else if v 0x7ff then
[(v >>> 6).toUInt8 &&& 0x1f ||| 0xc0,
v.toUInt8 &&& 0x3f ||| 0x80]
else if v 0xffff then
[(v >>> 12).toUInt8 &&& 0x0f ||| 0xe0,
(v >>> 6).toUInt8 &&& 0x3f ||| 0x80,
v.toUInt8 &&& 0x3f ||| 0x80]
else
[(v >>> 18).toUInt8 &&& 0x07 ||| 0xf0,
(v >>> 12).toUInt8 &&& 0x3f ||| 0x80,
(v >>> 6).toUInt8 &&& 0x3f ||| 0x80,
v.toUInt8 &&& 0x3f ||| 0x80]
@[simp] theorem length_utf8EncodeChar (c : Char) : (utf8EncodeChar c).length = csize c := by
simp [csize, utf8EncodeChar, Char.utf8Size]
cases Decidable.em (c.val 0x7f) <;> simp [*]
cases Decidable.em (c.val 0x7ff) <;> simp [*]
cases Decidable.em (c.val 0xffff) <;> simp [*]
/-- Converts the given `String` to a [UTF-8](https://en.wikipedia.org/wiki/UTF-8) encoded byte array. -/
/-- Convert the given `String` to a [UTF-8](https://en.wikipedia.org/wiki/UTF-8) encoded byte array. -/
@[extern "lean_string_to_utf8"]
def toUTF8 (a : @& String) : ByteArray :=
a.data.bind utf8EncodeChar
@[simp] theorem size_toUTF8 (s : String) : s.toUTF8.size = s.utf8ByteSize := by
simp [toUTF8, ByteArray.size, Array.size, utf8ByteSize, List.bind]
induction s.data <;> simp [List.map, List.join, utf8ByteSize.go, Nat.add_comm, *]
opaque toUTF8 (a : @& String) : ByteArray
/-- Accesses a byte in the UTF-8 encoding of the `String`. O(1) -/
@[extern "lean_string_get_byte_fast"]
def getUtf8Byte (s : @& String) (n : Nat) (h : n < s.utf8ByteSize) : UInt8 :=
(toUTF8 s).get n, size_toUTF8 _ h
opaque getUtf8Byte (s : @& String) (n : Nat) (h : n < s.utf8ByteSize) : UInt8
theorem Iterator.sizeOf_next_lt_of_hasNext (i : String.Iterator) (h : i.hasNext) : sizeOf i.next < sizeOf i := by
cases i; rename_i s pos; simp [Iterator.next, Iterator.sizeOf_eq]; simp [Iterator.hasNext] at h

View File

@@ -103,7 +103,7 @@ def UInt16.shiftLeft (a b : UInt16) : UInt16 := ⟨a.val <<< (modn b 16).val⟩
@[extern "lean_uint16_to_uint8"]
def UInt16.toUInt8 (a : UInt16) : UInt8 := a.toNat.toUInt8
@[extern "lean_uint8_to_uint16"]
def UInt8.toUInt16 (a : UInt8) : UInt16 := a.val, Nat.lt_trans a.1.2 (by decide)
def UInt8.toUInt16 (a : UInt8) : UInt16 := a.toNat.toUInt16
@[extern "lean_uint16_shift_right"]
def UInt16.shiftRight (a b : UInt16) : UInt16 := a.val >>> (modn b 16).val
def UInt16.lt (a b : UInt16) : Prop := a.val < b.val
@@ -186,9 +186,9 @@ def UInt32.toUInt8 (a : UInt32) : UInt8 := a.toNat.toUInt8
@[extern "lean_uint32_to_uint16"]
def UInt32.toUInt16 (a : UInt32) : UInt16 := a.toNat.toUInt16
@[extern "lean_uint8_to_uint32"]
def UInt8.toUInt32 (a : UInt8) : UInt32 := a.val, Nat.lt_trans a.1.2 (by decide)
def UInt8.toUInt32 (a : UInt8) : UInt32 := a.toNat.toUInt32
@[extern "lean_uint16_to_uint32"]
def UInt16.toUInt32 (a : UInt16) : UInt32 := a.val, Nat.lt_trans a.1.2 (by decide)
def UInt16.toUInt32 (a : UInt16) : UInt32 := a.toNat.toUInt32
instance UInt32.instOfNat : OfNat UInt32 n := UInt32.ofNat n
instance : Add UInt32 := UInt32.add
@@ -244,11 +244,11 @@ def UInt64.toUInt16 (a : UInt64) : UInt16 := a.toNat.toUInt16
@[extern "lean_uint64_to_uint32"]
def UInt64.toUInt32 (a : UInt64) : UInt32 := a.toNat.toUInt32
@[extern "lean_uint8_to_uint64"]
def UInt8.toUInt64 (a : UInt8) : UInt64 := a.val, Nat.lt_trans a.1.2 (by decide)
def UInt8.toUInt64 (a : UInt8) : UInt64 := a.toNat.toUInt64
@[extern "lean_uint16_to_uint64"]
def UInt16.toUInt64 (a : UInt16) : UInt64 := a.val, Nat.lt_trans a.1.2 (by decide)
def UInt16.toUInt64 (a : UInt16) : UInt64 := a.toNat.toUInt64
@[extern "lean_uint32_to_uint64"]
def UInt32.toUInt64 (a : UInt32) : UInt64 := a.val, Nat.lt_trans a.1.2 (by decide)
def UInt32.toUInt64 (a : UInt32) : UInt64 := a.toNat.toUInt64
instance UInt64.instOfNat : OfNat UInt64 n := UInt64.ofNat n
instance : Add UInt64 := UInt64.add
@@ -321,7 +321,7 @@ def USize.shiftLeft (a b : USize) : USize := ⟨a.val <<< (modn b System.Platfor
@[extern "lean_usize_shift_right"]
def USize.shiftRight (a b : USize) : USize := a.val >>> (modn b System.Platform.numBits).val
@[extern "lean_uint32_to_usize"]
def UInt32.toUSize (a : UInt32) : USize := USize.ofNat32 a.val a.1.2
def UInt32.toUSize (a : UInt32) : USize := a.toNat.toUSize
@[extern "lean_usize_to_uint32"]
def USize.toUInt32 (a : USize) : UInt32 := a.toNat.toUInt32

View File

@@ -68,106 +68,38 @@ namespace Simp
def defaultMaxSteps := 100000
/--
The configuration for `simp`.
Passed to `simp` using, for example, the `simp (config := {contextual := true})` syntax.
See also `Lean.Meta.Simp.neutralConfig`.
-/
structure Config where
/--
The maximum number of subexpressions to visit when performing simplification.
The default is 100000.
-/
maxSteps : Nat := defaultMaxSteps
/--
When simp discharges side conditions for conditional lemmas, it can recursively apply simplification.
The `maxDischargeDepth` (default: 2) is the maximum recursion depth when recursively applying simplification to side conditions.
-/
maxDischargeDepth : Nat := 2
/--
When `contextual` is true (default: `false`) and simplification encounters an implication `p → q`
it includes `p` as an additional simp lemma when simplifying `q`.
-/
contextual : Bool := false
/--
When true (default: `true`) then the simplifier caches the result of simplifying each subexpression, if possible.
-/
memoize : Bool := true
/--
When `singlePass` is `true` (default: `false`), the simplifier runs through a single round of simplification,
which consists of running pre-methods, recursing using congruence lemmas, and then running post-methods.
Otherwise, when it is `false`, it iteratively applies this simplification procedure.
-/
singlePass : Bool := false
/--
When `true` (default: `true`), performs zeta reduction of let expressions.
That is, `let x := v; e[x]` reduces to `e[v]`.
See also `zetaDelta`.
-/
/-- `let x := v; e[x]` reduces to `e[v]`. -/
zeta : Bool := true
/--
When `true` (default: `true`), performs beta reduction of applications of `fun` expressions.
That is, `(fun x => e[x]) v` reduces to `e[v]`.
-/
beta : Bool := true
/--
TODO (currently unimplemented). When `true` (default: `true`), performs eta reduction for `fun` expressions.
That is, `(fun x => f x)` reduces to `f`.
-/
eta : Bool := true
/--
Configures how to determine definitional equality between two structure instances.
See documentation for `Lean.Meta.EtaStructMode`.
-/
etaStruct : EtaStructMode := .all
/--
When `true` (default: `true`), reduces `match` expressions applied to constructors.
-/
iota : Bool := true
/--
When `true` (default: `true`), reduces projections of structure constructors.
-/
proj : Bool := true
/--
When `true` (default: `false`), rewrites a proposition `p` to `True` or `False` by inferring
a `Decidable p` instance and reducing it.
-/
decide : Bool := false
/-- When `true` (default: `false`), simplifies simple arithmetic expressions. -/
arith : Bool := false
/--
When `true` (default: `false`), unfolds definitions.
This can be enabled using the `simp!` syntax.
-/
autoUnfold : Bool := false
/--
When `true` (default: `true`) then switches to `dsimp` on dependent arguments
if there is no congruence theorem that would allow `simp` to visit them.
When `dsimp` is `false`, then the argument is not visited.
If `dsimp := true`, then switches to `dsimp` on dependent arguments where there is no congruence theorem that allows
`simp` to visit them. If `dsimp := false`, then argument is not visited.
-/
dsimp : Bool := true
/--
If `failIfUnchanged` is `true` (default: `true`), then calls to `simp`, `dsimp`, or `simp_all`
will fail if they do not make progress.
-/
/-- If `failIfUnchanged := true`, then calls to `simp`, `dsimp`, or `simp_all`
will fail if they do not make progress. -/
failIfUnchanged : Bool := true
/--
If `ground` is `true` (default: `false`), then ground terms are reduced.
A term is ground when it does not contain free or meta variables.
Reduction is interrupted at a function application `f ...` if `f` is marked to not be unfolded.
Ground term reduction applies `@[seval]` lemmas.
-/
/-- If `ground := true`, then ground terms are reduced. A term is ground when
it does not contain free or meta variables. Reduction is interrupted at a function application `f ...`
if `f` is marked to not be unfolded. -/
ground : Bool := false
/--
If `unfoldPartialApp` is `true` (default: `false`), then calls to `simp`, `dsimp`, or `simp_all`
will unfold even partial applications of `f` when we request `f` to be unfolded.
-/
/-- If `unfoldPartialApp := true`, then calls to `simp`, `dsimp`, or `simp_all`
will unfold even partial applications of `f` when we request `f` to be unfolded. -/
unfoldPartialApp : Bool := false
/--
When `true` (default: `false`), local definitions are unfolded.
That is, given a local context containing entry `x : t := e`, the free variable `x` reduces to `e`.
-/
/-- Given a local context containing entry `x : t := e`, free variable `x` reduces to `e`. -/
zetaDelta : Bool := false
deriving Inhabited, BEq
@@ -175,9 +107,6 @@ structure Config where
structure ConfigCtx extends Config where
contextual := true
/--
A neutral configuration for `simp`, turning off all reductions and other built-in simplifications.
-/
def neutralConfig : Simp.Config := {
zeta := false
beta := false

View File

@@ -552,52 +552,15 @@ except that it doesn't print an empty diagnostic.
-/
syntax (name := runMeta) "run_meta " doSeq : command
set_option linter.missingDocs false in
syntax guardMsgsFilterSeverity := &"info" <|> &"warning" <|> &"error" <|> &"all"
/-- Element that can be part of a `#guard_msgs` specification. -/
syntax guardMsgsSpecElt := &"drop"? (&"info" <|> &"warning" <|> &"error" <|> &"all")
/--
A message filter specification for `#guard_msgs`.
- `info`, `warning`, `error`: capture messages with the given severity level.
- `all`: capture all messages (the default).
- `drop info`, `drop warning`, `drop error`: drop messages with the given severity level.
- `drop all`: drop every message.
These filters are processed in left-to-right order.
-/
syntax guardMsgsFilter := &"drop"? guardMsgsFilterSeverity
set_option linter.missingDocs false in
syntax guardMsgsWhitespaceArg := &"exact" <|> &"normalized" <|> &"lax"
/--
Whitespace handling for `#guard_msgs`:
- `whitespace := exact` requires an exact whitespace match.
- `whitespace := normalized` converts all newline characters to a space before matching
(the default). This allows breaking long lines.
- `whitespace := lax` collapses whitespace to a single space before matching.
In all cases, leading and trailing whitespace is trimmed before matching.
-/
syntax guardMsgsWhitespace := &"whitespace" " := " guardMsgsWhitespaceArg
set_option linter.missingDocs false in
syntax guardMsgsOrderingArg := &"exact" <|> &"sorted"
/--
Message ordering for `#guard_msgs`:
- `ordering := exact` uses the exact ordering of the messages (the default).
- `ordering := sorted` sorts the messages in lexicographic order.
This helps with testing commands that are non-deterministic in their ordering.
-/
syntax guardMsgsOrdering := &"ordering" " := " guardMsgsOrderingArg
set_option linter.missingDocs false in
syntax guardMsgsSpecElt := guardMsgsFilter <|> guardMsgsWhitespace <|> guardMsgsOrdering
set_option linter.missingDocs false in
/-- Specification for `#guard_msgs` command. -/
syntax guardMsgsSpec := "(" guardMsgsSpecElt,* ")"
/--
`/-- ... -/ #guard_msgs in cmd` captures the messages generated by the command `cmd`
and checks that they match the contents of the docstring.
`#guard_msgs` captures the messages generated by another command and checks that they
match the contents of the docstring attached to the `#guard_msgs` command.
Basic example:
```lean
@@ -607,10 +570,10 @@ error: unknown identifier 'x'
#guard_msgs in
example : α := x
```
This checks that there is such an error and then consumes the message.
This checks that there is such an error and then consumes the message entirely.
By default, the command captures all messages, but the filter condition can be adjusted.
For example, we can select only warnings:
By default, the command intercepts all messages, but there is a way to specify which types
of messages to consider. For example, we can select only warnings:
```lean
/--
warning: declaration uses 'sorry'
@@ -623,37 +586,29 @@ or only errors
#guard_msgs(error) in
example : α := sorry
```
In the previous example, since warnings are not captured there is a warning on `sorry`.
In this last example, since the message is not intercepted there is a warning on `sorry`.
We can drop the warning completely with
```lean
#guard_msgs(error, drop warning) in
example : α := sorry
```
In general, `#guard_msgs` accepts a comma-separated list of configuration clauses in parentheses:
Syntax description:
```
#guard_msgs (configElt,*) in cmd
#guard_msgs (drop? info|warning|error|all,*)? in cmd
```
By default, the configuration list is `(all, whitespace := normalized, ordering := exact)`.
Message filters (processed in left-to-right order):
- `info`, `warning`, `error`: capture messages with the given severity level.
- `all`: capture all messages (the default).
- `drop info`, `drop warning`, `drop error`: drop messages with the given severity level.
- `drop all`: drop every message.
If there is no specification, `#guard_msgs` intercepts all messages.
Otherwise, if there is one, the specification is considered in left-to-right order, and the first
that applies chooses the outcome of the message:
- `info`, `warning`, `error`: intercept a message with the given severity level.
- `all`: intercept any message (so `#guard_msgs in cmd` and `#guard_msgs (all) in cmd`
are equivalent).
- `drop info`, `drop warning`, `drop error`: intercept a message with the given severity
level and then drop it. These messages are not checked.
- `drop all`: intercept a message and drop it.
Whitespace handling (after trimming leading and trailing whitespace):
- `whitespace := exact` requires an exact whitespace match.
- `whitespace := normalized` converts all newline characters to a space before matching
(the default). This allows breaking long lines.
- `whitespace := lax` collapses whitespace to a single space before matching.
Message ordering:
- `ordering := exact` uses the exact ordering of the messages (the default).
- `ordering := sorted` sorts the messages in lexicographic order.
This helps with testing commands that are non-deterministic in their ordering.
For example, `#guard_msgs (error, drop all) in cmd` means to check warnings and drop
For example, `#guard_msgs (error, drop all) in cmd` means to check warnings and then drop
everything else.
-/
syntax (name := guardMsgsCmd)

View File

@@ -477,8 +477,6 @@ and `Prod.snd p` respectively. You can also write `p.fst` and `p.snd`.
For more information: [Constructors with Arguments](https://lean-lang.org/theorem_proving_in_lean4/inductive_types.html?highlight=Prod#constructors-with-arguments)
-/
structure Prod (α : Type u) (β : Type v) where
/-- Constructs a pair from two terms. -/
mk ::
/-- The first projection out of a pair. if `p : α × β` then `p.1 : α`. -/
fst : α
/-- The second projection out of a pair. if `p : α × β` then `p.2 : β`. -/
@@ -1098,7 +1096,7 @@ class OfNat (α : Type u) (_ : Nat) where
ofNat : α
@[default_instance 100] /- low prio -/
instance instOfNatNat (n : Nat) : OfNat Nat n where
instance (n : Nat) : OfNat Nat n where
ofNat := n
/-- `LE α` is the typeclass which supports the notation `x ≤ y` where `x y : α`.-/
@@ -1432,31 +1430,31 @@ class ShiftRight (α : Type u) where
shiftRight : α α α
@[default_instance]
instance instHAdd [Add α] : HAdd α α α where
instance [Add α] : HAdd α α α where
hAdd a b := Add.add a b
@[default_instance]
instance instHSub [Sub α] : HSub α α α where
instance [Sub α] : HSub α α α where
hSub a b := Sub.sub a b
@[default_instance]
instance instHMul [Mul α] : HMul α α α where
instance [Mul α] : HMul α α α where
hMul a b := Mul.mul a b
@[default_instance]
instance instHDiv [Div α] : HDiv α α α where
instance [Div α] : HDiv α α α where
hDiv a b := Div.div a b
@[default_instance]
instance instHMod [Mod α] : HMod α α α where
instance [Mod α] : HMod α α α where
hMod a b := Mod.mod a b
@[default_instance]
instance instHPow [Pow α β] : HPow α β α where
instance [Pow α β] : HPow α β α where
hPow a b := Pow.pow a b
@[default_instance]
instance instPowNat [NatPow α] : Pow α Nat where
instance [NatPow α] : Pow α Nat where
pow a n := NatPow.pow a n
@[default_instance]
@@ -1523,7 +1521,7 @@ protected def Nat.add : (@& Nat) → (@& Nat) → Nat
| a, Nat.zero => a
| a, Nat.succ b => Nat.succ (Nat.add a b)
instance instAddNat : Add Nat where
instance : Add Nat where
add := Nat.add
/- We mark the following definitions as pattern to make sure they can be used in recursive equations,
@@ -1543,7 +1541,7 @@ protected def Nat.mul : (@& Nat) → (@& Nat) → Nat
| _, 0 => 0
| a, Nat.succ b => Nat.add (Nat.mul a b) a
instance instMulNat : Mul Nat where
instance : Mul Nat where
mul := Nat.mul
set_option bootstrap.genMatcherCode false in
@@ -1559,7 +1557,7 @@ protected def Nat.pow (m : @& Nat) : (@& Nat) → Nat
| 0 => 1
| succ n => Nat.mul (Nat.pow m n) m
instance instNatPowNat : NatPow Nat := Nat.pow
instance : NatPow Nat := Nat.pow
set_option bootstrap.genMatcherCode false in
/--
@@ -1636,14 +1634,14 @@ protected inductive Nat.le (n : Nat) : Nat → Prop
/-- If `n ≤ m`, then `n ≤ m + 1`. -/
| step {m} : Nat.le n m Nat.le n (succ m)
instance instLENat : LE Nat where
instance : LE Nat where
le := Nat.le
/-- The strict less than relation on natural numbers is defined as `n < m := n + 1 ≤ m`. -/
protected def Nat.lt (n m : Nat) : Prop :=
Nat.le (succ n) m
instance instLTNat : LT Nat where
instance : LT Nat where
lt := Nat.lt
theorem Nat.not_succ_le_zero : (n : Nat), LE.le (succ n) 0 False
@@ -1795,7 +1793,7 @@ protected def Nat.sub : (@& Nat) → (@& Nat) → Nat
| a, 0 => a
| a, succ b => pred (Nat.sub a b)
instance instSubNat : Sub Nat where
instance : Sub Nat where
sub := Nat.sub
/--
@@ -1822,8 +1820,6 @@ It is the "canonical type with `n` elements".
-/
@[pp_using_anonymous_constructor]
structure Fin (n : Nat) where
/-- Creates a `Fin n` from `i : Nat` and a proof that `i < n`. -/
mk ::
/-- If `i : Fin n`, then `i.val : ` is the described number. It can also be
written as `i.1` or just `i` when the target type is known. -/
val : Nat
@@ -3361,7 +3357,7 @@ protected def seqRight (x : EStateM ε σ α) (y : Unit → EStateM ε σ β) :
| Result.error e s => Result.error e s
@[always_inline]
instance instMonad : Monad (EStateM ε σ) where
instance : Monad (EStateM ε σ) where
bind := EStateM.bind
pure := EStateM.pure
map := EStateM.map

View File

@@ -311,8 +311,6 @@ Note that EOF does not actually close a stream, so further reads may block and r
-/
getLine : IO String
putStr : String IO Unit
/-- Returns true if a stream refers to a Windows console or Unix terminal. -/
isTty : BaseIO Bool
deriving Inhabited
open FS
@@ -362,9 +360,6 @@ Will succeed even if no lock has been acquired.
-/
@[extern "lean_io_prim_handle_unlock"] opaque unlock (h : @& Handle) : IO Unit
/-- Returns true if a handle refers to a Windows console or Unix terminal. -/
@[extern "lean_io_prim_handle_is_tty"] opaque isTty (h : @& Handle) : BaseIO Bool
@[extern "lean_io_prim_handle_flush"] opaque flush (h : @& Handle) : IO Unit
/-- Rewinds the read/write cursor to the beginning of the handle. -/
@[extern "lean_io_prim_handle_rewind"] opaque rewind (h : @& Handle) : IO Unit
@@ -748,41 +743,36 @@ namespace FS
namespace Stream
@[export lean_stream_of_handle]
def ofHandle (h : Handle) : Stream where
flush := Handle.flush h
read := Handle.read h
write := Handle.write h
getLine := Handle.getLine h
putStr := Handle.putStr h
isTty := Handle.isTty h
def ofHandle (h : Handle) : Stream := {
flush := Handle.flush h,
read := Handle.read h,
write := Handle.write h,
getLine := Handle.getLine h,
putStr := Handle.putStr h,
}
structure Buffer where
data : ByteArray := ByteArray.empty
pos : Nat := 0
def ofBuffer (r : Ref Buffer) : Stream where
flush := pure ()
def ofBuffer (r : Ref Buffer) : Stream := {
flush := pure (),
read := fun n => r.modifyGet fun b =>
let data := b.data.extract b.pos (b.pos + n.toNat)
(data, { b with pos := b.pos + data.size })
(data, { b with pos := b.pos + data.size }),
write := fun data => r.modify fun b =>
-- set `exact` to `false` so that repeatedly writing to the stream does not impose quadratic run time
{ b with data := data.copySlice 0 b.data b.pos data.size false, pos := b.pos + data.size }
getLine := do
let buf r.modifyGet fun b =>
let pos := match b.data.findIdx? (start := b.pos) fun u => u == 0 || u = '\n'.toNat.toUInt8 with
-- include '\n', but not '\0'
| some pos => if b.data.get! pos == 0 then pos else pos + 1
| none => b.data.size
(b.data.extract b.pos pos, { b with pos := pos })
match String.fromUTF8? buf with
| some str => pure str
| none => throw (.userError "invalid UTF-8")
{ b with data := data.copySlice 0 b.data b.pos data.size false, pos := b.pos + data.size },
getLine := r.modifyGet fun b =>
let pos := match b.data.findIdx? (start := b.pos) fun u => u == 0 || u = '\n'.toNat.toUInt8 with
-- include '\n', but not '\0'
| some pos => if b.data.get! pos == 0 then pos else pos + 1
| none => b.data.size
(String.fromUTF8Unchecked <| b.data.extract b.pos pos, { b with pos := pos }),
putStr := fun s => r.modify fun b =>
let data := s.toUTF8
{ b with data := data.copySlice 0 b.data b.pos data.size false, pos := b.pos + data.size }
isTty := pure false
{ b with data := data.copySlice 0 b.data b.pos data.size false, pos := b.pos + data.size },
}
end Stream
/-- Run action with `stdin` emptied and `stdout+stderr` captured into a `String`. -/
@@ -795,7 +785,7 @@ def withIsolatedStreams [Monad m] [MonadFinally m] [MonadLiftT BaseIO m] (x : m
(if isolateStderr then withStderr (Stream.ofBuffer bOut) else id) <|
x
let bOut liftM (m := BaseIO) bOut.get
let out := String.fromUTF8! bOut.data
let out := String.fromUTF8Unchecked bOut.data
pure (out, r)
end FS
@@ -812,7 +802,7 @@ class Eval (α : Type u) where
-- We take `Unit → α` instead of `α` because α` may contain effectful debugging primitives (e.g., `dbg_trace`)
eval : (Unit α) (hideUnit : Bool := true) IO Unit
instance instEval [ToString α] : Eval α where
instance [ToString α] : Eval α where
eval a _ := IO.println (toString (a ()))
instance [Repr α] : Eval α where

View File

@@ -50,7 +50,7 @@ def decodeUri (uri : String) : String := Id.run do
((decoded.push c).push h1, i + 2)
else
(decoded.push c, i + 1)
return String.fromUTF8! decoded
return String.fromUTF8Unchecked decoded
where hexDigitToUInt8? (c : UInt8) : Option UInt8 :=
if zero c c nine then some (c - zero)
else if lettera c c letterf then some (c - lettera + 10)

View File

@@ -1125,14 +1125,11 @@ normalizes `h` with `norm_cast` and tries to use that to close the goal. -/
macro "assumption_mod_cast" : tactic => `(tactic| norm_cast0 at * <;> assumption)
/--
The `norm_cast` family of tactics is used to normalize certain coercions (*casts*) in expressions.
- `norm_cast` normalizes casts in the target.
- `norm_cast at h` normalizes casts in hypothesis `h`.
The tactic is basically a version of `simp` with a specific set of lemmas to move casts
The `norm_cast` family of tactics is used to normalize casts inside expressions.
It is basically a `simp` tactic with a specific set of lemmas to move casts
upwards in the expression.
Therefore even in situations where non-terminal `simp` calls are discouraged (because of fragility),
`norm_cast` is considered to be safe.
`norm_cast` is considered safe.
It also has special handling of numerals.
For instance, given an assumption
@@ -1140,22 +1137,22 @@ For instance, given an assumption
a b :
h : ↑a + ↑b < (10 : )
```
writing `norm_cast at h` will turn `h` into
```lean
h : a + b < 10
```
There are also variants of basic tactics that use `norm_cast` to normalize expressions during
their operation, to make them more flexible about the expressions they accept
(we say that it is a tactic *modulo* the effects of `norm_cast`):
- `exact_mod_cast` for `exact` and `apply_mod_cast` for `apply`.
Writing `exact_mod_cast h` and `apply_mod_cast h` will normalize casts
in the goal and `h` before using `exact h` or `apply h`.
- `rw_mod_cast` for `rw`. It applies `norm_cast` between rewrites.
- `assumption_mod_cast` for `assumption`.
This is effectively `norm_cast at *; assumption`, but more efficient.
It normalizes casts in the goal and, for every hypothesis `h` in the context,
it will try to normalize casts in `h` and use `exact h`.
There are also variants of `exact`, `apply`, `rw`, and `assumption` that
work modulo `norm_cast` - in other words, they apply `norm_cast` to make
them more flexible. They are called `exact_mod_cast`, `apply_mod_cast`,
`rw_mod_cast`, and `assumption_mod_cast`, respectively.
Writing `exact_mod_cast h` and `apply_mod_cast h` will normalize casts
in the goal and `h` before using `exact h` or `apply h`.
Writing `assumption_mod_cast` will normalize casts in the goal and, for
every hypothesis `h` in the context, it will try to normalize casts in `h` and use
`exact h`.
`rw_mod_cast` acts like the `rw` tactic but it applies `norm_cast` between steps.
See also `push_cast`, which moves casts inwards rather than lifting them outwards.
-/
@@ -1163,37 +1160,22 @@ macro "norm_cast" loc:(location)? : tactic =>
`(tactic| norm_cast0 $[$loc]? <;> try trivial)
/--
`push_cast` rewrites the goal to move certain coercions (*casts*) inward, toward the leaf nodes.
`push_cast` rewrites the goal to move casts inward, toward the leaf nodes.
This uses `norm_cast` lemmas in the forward direction.
For example, `↑(a + b)` will be written to `↑a + ↑b`.
- `push_cast` moves casts inward in the goal.
- `push_cast at h` moves casts inward in the hypothesis `h`.
It can be used with extra simp lemmas with, for example, `push_cast [Int.add_zero]`.
It is equivalent to `simp only with push_cast`.
It can also be used at hypotheses with `push_cast at h`
and with extra simp lemmas with `push_cast [int.add_zero]`.
Example:
```lean
example (a b : Nat)
(h1 : ((a + b : Nat) : Int) = 10)
(h2 : ((a + b + 0 : Nat) : Int) = 10) :
((a + b : Nat) : Int) = 10 := by
/-
h1 : ↑(a + b) = 10
h2 : ↑(a + b + 0) = 10
⊢ ↑(a + b) = 10
-/
push_cast
/- Now
⊢ ↑a + ↑b = 10
-/
push_cast at h1
push_cast [Int.add_zero] at h2
/- Now
h1 h2 : ↑a + ↑b = 10
-/
exact h1
example (a b : ) (h1 : ((a + b : ) : ) = 10) (h2 : ((a + b + 0 : ) : ) = 10) :
((a + b : ) : ) = 10 :=
begin
push_cast,
push_cast at h1,
push_cast [int.add_zero] at h2,
end
```
See also `norm_cast`.
-/
syntax (name := pushCast) "push_cast" (config)? (discharger)? (&" only")?
(" [" (simpStar <|> simpErase <|> simpLemma),* "]")? (location)? : tactic

View File

@@ -9,18 +9,7 @@ import Init.Data.Nat.Basic
universe u v
/--
`Acc` is the accessibility predicate. Given some relation `r` (e.g. `<`) and a value `x`,
`Acc r x` means that `x` is accessible through `r`:
`x` is accessible if there exists no infinite sequence `... < y₂ < y₁ < y₀ < x`.
-/
inductive Acc {α : Sort u} (r : α α Prop) : α Prop where
/--
A value is accessible if for all `y` such that `r y x`, `y` is also accessible.
Note that if there exists no `y` such that `r y x`, then `x` is accessible. Such an `x` is called a
_base case_.
-/
| intro (x : α) (h : (y : α) r y x Acc r y) : Acc r x
noncomputable abbrev Acc.ndrec.{u1, u2} {α : Sort u2} {r : α α Prop} {C : α Sort u1}
@@ -42,14 +31,6 @@ def inv {x y : α} (h₁ : Acc r x) (h₂ : r y x) : Acc r y :=
end Acc
/--
A relation `r` is `WellFounded` if all elements of `α` are accessible within `r`.
If a relation is `WellFounded`, it does not allow for an infinite descent along the relation.
If the arguments of the recursive calls in a function definition decrease according to
a well founded relation, then the function terminates.
Well-founded relations are sometimes called _Artinian_ or said to satisfy the “descending chain condition”.
-/
inductive WellFounded {α : Sort u} (r : α α Prop) : Prop where
| intro (h : a, Acc r a) : WellFounded r

View File

@@ -1,27 +0,0 @@
/-
Copyright (c) 2024 Mario Carneiro. All rights reserved.
Released under Apache 2.0 license as described in the file LICENSE.
Authors: Mario Carneiro
-/
prelude
import Lean.Compiler.InitAttr
import Lean.DocString
namespace Lean
def declareBuiltinDocStringAndRanges (declName : Name) : AttrM Unit := do
if let some doc findDocString? ( getEnv) declName (includeBuiltin := false) then
declareBuiltin (declName ++ `docString) (mkAppN (mkConst ``addBuiltinDocString) #[toExpr declName, toExpr doc])
if let some declRanges findDeclarationRanges? declName then
declareBuiltin (declName ++ `declRange) (mkAppN (mkConst ``addBuiltinDeclarationRanges) #[toExpr declName, toExpr declRanges])
builtin_initialize
registerBuiltinAttribute {
name := `builtin_doc
descr := "make the docs and location of this declaration available as a builtin"
add := fun decl stx _ => do
Attribute.Builtin.ensureNoArgs stx
declareBuiltinDocStringAndRanges decl
}
end Lean

View File

@@ -12,8 +12,7 @@ Run the code generation pipeline for all declarations in `declNames`
that fulfill the requirements of `shouldGenerateCode`.
-/
def compile (declNames : Array Name) : CoreM Unit := do profileitM Exception "compiler new" ( getOptions) do
withTraceNode `Compiler (fun _ => return m!"compiling: {declNames}") do
discard <| LCNF.compile declNames
discard <| LCNF.compile declNames
builtin_initialize
registerTraceClass `Compiler

View File

@@ -177,13 +177,6 @@ instance : MonadTrace CoreM where
def restore (b : State) : CoreM Unit :=
modify fun s => { s with env := b.env, messages := b.messages, infoState := b.infoState }
/--
Restores full state including sources for unique identifiers. Only intended for incremental reuse
between elaboration runs, not for backtracking within a single run.
-/
def restoreFull (b : State) : CoreM Unit :=
set b
private def mkFreshNameImp (n : Name) : CoreM Name := do
let fresh modifyGet fun s => (s.nextMacroScope, { s with nextMacroScope := s.nextMacroScope + 1 })
return addMacroScope ( getEnv).mainModule n fresh
@@ -252,13 +245,6 @@ def resetMessageLog : CoreM Unit :=
def getMessageLog : CoreM MessageLog :=
return ( get).messages
/--
Returns the current log and then resets its messages but does NOT reset `MessageLog.hadErrors`. Used
for incremental reporting during elaboration of a single command.
-/
def getAndEmptyMessageLog : CoreM MessageLog :=
modifyGet fun log => ({ log with msgs := {} }, log)
instance : MonadLog CoreM where
getRef := getRef
getFileMap := return ( read).fileMap
@@ -344,13 +330,10 @@ opaque compileDeclsNew (declNames : List Name) : CoreM Unit
def compileDecl (decl : Declaration) : CoreM Unit := do
let opts getOptions
let decls := Compiler.getDeclNamesForCodeGen decl
if compiler.enableNew.get opts then
compileDeclsNew decls
let res withTraceNode `compiler (fun _ => return m!"compiling old: {decls}") do
return ( getEnv).compileDecl opts decl
match res with
| Except.ok env => setEnv env
compileDeclsNew (Compiler.getDeclNamesForCodeGen decl)
match ( getEnv).compileDecl opts decl with
| Except.ok env => setEnv env
| Except.error (KernelException.other msg) =>
checkUnsupported decl -- Generate nicer error message for unsupported recursors and axioms
throwError msg

View File

@@ -122,7 +122,7 @@ def expand [Hashable α] (size : Nat) (buckets : HashMapBucket α β) : HashMapI
let i, h := mkIdx (hash a) buckets.property
let bkt := buckets.val[i]
if let some b := bkt.find? a then
(size, buckets, some b)
(m, some b)
else
let size' := size + 1
let buckets' := buckets.update i (AssocList.cons a b bkt) h
@@ -137,10 +137,8 @@ def erase [BEq α] [Hashable α] (m : HashMapImp α β) (a : α) : HashMapImp α
| size, buckets =>
let i, h := mkIdx (hash a) buckets.property
let bkt := buckets.val[i]
if bkt.contains a then
size - 1, buckets.update i (bkt.erase a) h
else
size, buckets
if bkt.contains a then size - 1, buckets.update i (bkt.erase a) h
else m
inductive WellFormed [BEq α] [Hashable α] : HashMapImp α β Prop where
| mkWff : n, WellFormed (mkHashMapImp n)

View File

@@ -112,10 +112,8 @@ def erase [BEq α] [Hashable α] (m : HashSetImp α) (a : α) : HashSetImp α :=
| size, buckets =>
let i, h := mkIdx (hash a) buckets.property
let bkt := buckets.val[i]
if bkt.contains a then
size - 1, buckets.update i (bkt.erase a) h
else
size, buckets
if bkt.contains a then size - 1, buckets.update i (bkt.erase a) h
else m
inductive WellFormed [BEq α] [Hashable α] : HashSetImp α Prop where
| mkWff : n, WellFormed (mkHashSetImp n)

View File

@@ -18,7 +18,7 @@ open IO
/-- Consumes `nBytes` bytes from the stream, interprets the bytes as a utf-8 string and the string as a valid JSON object. -/
def readJson (h : FS.Stream) (nBytes : Nat) : IO Json := do
let bytes h.read (USize.ofNat nBytes)
let some s := String.fromUTF8? bytes | throw (IO.userError "invalid UTF-8")
let s := String.fromUTF8Unchecked bytes
ofExcept (Json.parse s)
def writeJson (h : FS.Stream) (j : Json) : IO Unit := do

View File

@@ -324,7 +324,7 @@ inductive SemanticTokenType where
| decorator
-- Extensions
| leanSorryLike
deriving ToJson, FromJson, BEq, Hashable
deriving ToJson, FromJson
-- must be in the same order as the constructors
def SemanticTokenType.names : Array String :=

View File

@@ -43,19 +43,11 @@ def fail (msg : String) : Parsec α := fun it =>
error it msg
@[inline]
def tryCatch (p : Parsec α)
(csuccess : α Parsec β)
(cerror : Unit Parsec β)
: Parsec β := fun it =>
def orElse (p : Parsec α) (q : Unit Parsec α) : Parsec α := fun it =>
match p it with
| .success rem a => csuccess a rem
| .error rem err =>
-- We assume that it.s never changes as the `Parsec` monad only modifies `it.pos`.
if it.pos = rem.pos then cerror () rem else .error rem err
@[inline]
def orElse (p : Parsec α) (q : Unit Parsec α) : Parsec α :=
tryCatch p pure q
| success rem a => success rem a
| error rem err =>
if it = rem then q () it else error rem err
@[inline]
def attempt (p : Parsec α) : Parsec α := λ it =>
@@ -82,7 +74,8 @@ def eof : Parsec Unit := fun it =>
@[specialize]
partial def manyCore (p : Parsec α) (acc : Array α) : Parsec $ Array α :=
tryCatch p (manyCore p <| acc.push ·) (fun _ => pure acc)
(do manyCore p (acc.push $ p))
<|> pure acc
@[inline]
def many (p : Parsec α) : Parsec $ Array α := manyCore p #[]
@@ -92,7 +85,8 @@ def many1 (p : Parsec α) : Parsec $ Array α := do manyCore p #[←p]
@[specialize]
partial def manyCharsCore (p : Parsec Char) (acc : String) : Parsec String :=
tryCatch p (manyCharsCore p <| acc.push ·) (fun _ => pure acc)
(do manyCharsCore p (acc.push $ p))
<|> pure acc
@[inline]
def manyChars (p : Parsec Char) : Parsec String := manyCharsCore p ""

View File

@@ -325,9 +325,6 @@ def map {α : Type u} {β : Type v} {σ : Type u} {_ : BEq α} {_ : Hashable α}
def toList {_ : BEq α} {_ : Hashable α} (m : PersistentHashMap α β) : List (α × β) :=
m.foldl (init := []) fun ps k v => (k, v) :: ps
def toArray {_ : BEq α} {_ : Hashable α} (m : PersistentHashMap α β) : Array (α × β) :=
m.foldl (init := #[]) fun ps k v => ps.push (k, v)
structure Stats where
numNodes : Nat := 0
numNull : Nat := 0

View File

@@ -5,7 +5,6 @@ Authors: Leonardo de Moura, Sebastian Ullrich
-/
prelude
import Lean.Data.Format
import Lean.Data.Json
import Lean.ToExpr
namespace Lean
@@ -13,7 +12,7 @@ namespace Lean
structure Position where
line : Nat
column : Nat
deriving Inhabited, DecidableEq, Repr, ToJson, FromJson
deriving Inhabited, DecidableEq, Repr
namespace Position
protected def lt : Position Position Bool

View File

@@ -49,26 +49,13 @@ def ReducibilityHints.getHeightEx (h : ReducibilityHints) : UInt32 :=
namespace ReducibilityHints
-- Recall that if `lt h₁ h₂`, we want to reduce declaration associated with `h₁`.
def lt : ReducibilityHints ReducibilityHints Bool
| .abbrev, .abbrev => false
| .abbrev, _ => true
| .regular d₁, .regular d₂ => d₁ > d₂
| .regular d₁, .regular d₂ => d₁ < d₂
| .regular _, .opaque => true
| _, _ => false
protected def compare : ReducibilityHints ReducibilityHints Ordering
| .abbrev, .abbrev => .eq
| .abbrev, _ => .lt
| .regular _, .abbrev => .gt
| .regular d₁, .regular d₂ => Ord.compare d₂ d₁
| .regular _, .opaque => .lt
| .opaque, .opaque => .eq
| .opaque, _ => .gt
instance : Ord ReducibilityHints where
compare := ReducibilityHints.compare
def isAbbrev : ReducibilityHints Bool
| .abbrev => true
| _ => false

View File

@@ -16,12 +16,10 @@ private builtin_initialize docStringExt : MapDeclarationExtension String ← mkM
def addBuiltinDocString (declName : Name) (docString : String) : IO Unit :=
builtinDocStrings.modify (·.insert declName docString.removeLeadingSpaces)
def addDocString [Monad m] [MonadError m] [MonadEnv m] (declName : Name) (docString : String) : m Unit := do
unless ( getEnv).getModuleIdxFor? declName |>.isNone do
throwError s!"invalid doc string, declaration '{declName}' is in an imported module"
def addDocString [MonadEnv m] (declName : Name) (docString : String) : m Unit :=
modifyEnv fun env => docStringExt.insert env declName docString.removeLeadingSpaces
def addDocString' [Monad m] [MonadError m] [MonadEnv m] (declName : Name) (docString? : Option String) : m Unit :=
def addDocString' [Monad m] [MonadEnv m] (declName : Name) (docString? : Option String) : m Unit :=
match docString? with
| some docString => addDocString declName docString
| none => return ()

View File

@@ -1194,24 +1194,13 @@ private def addLValArg (baseName : Name) (fullName : Name) (e : Expr) (args : Ar
argIdx := argIdx + 1
throwError "invalid field notation, function '{fullName}' does not have argument with type ({baseName} ...) that can be used, it must be explicit or implicit with a unique name"
/-- Adds the `TermInfo` for the field of a projection. See `Lean.Parser.Term.identProjKind`. -/
private def addProjTermInfo
(stx : Syntax)
(e : Expr)
(expectedType? : Option Expr := none)
(lctx? : Option LocalContext := none)
(elaborator : Name := Name.anonymous)
(isBinder force : Bool := false)
: TermElabM Expr :=
addTermInfo (Syntax.node .none Parser.Term.identProjKind #[stx]) e expectedType? lctx? elaborator isBinder force
private def elabAppLValsAux (namedArgs : Array NamedArg) (args : Array Arg) (expectedType? : Option Expr) (explicit ellipsis : Bool)
(f : Expr) (lvals : List LVal) : TermElabM Expr :=
let rec loop : Expr List LVal TermElabM Expr
| f, [] => elabAppArgs f namedArgs args expectedType? explicit ellipsis
| f, lval::lvals => do
if let LVal.fieldName (fullRef := fullRef) .. := lval then
addDotCompletionInfo fullRef f expectedType?
if let LVal.fieldName (ref := fieldStx) (targetStx := targetStx) .. := lval then
addDotCompletionInfo targetStx f expectedType? fieldStx
let hasArgs := !namedArgs.isEmpty || !args.isEmpty
let (f, lvalRes) resolveLVal f lval hasArgs
match lvalRes with
@@ -1225,7 +1214,7 @@ private def elabAppLValsAux (namedArgs : Array NamedArg) (args : Array Arg) (exp
if isPrivateNameFromImportedModule ( getEnv) info.projFn then
throwError "field '{fieldName}' from structure '{structName}' is private"
let projFn mkConst info.projFn
let projFn addProjTermInfo lval.getRef projFn
let projFn addTermInfo lval.getRef projFn
if lvals.isEmpty then
let namedArgs addNamedArg namedArgs { name := `self, val := Arg.expr f }
elabAppArgs projFn namedArgs args expectedType? explicit ellipsis
@@ -1237,7 +1226,7 @@ private def elabAppLValsAux (namedArgs : Array NamedArg) (args : Array Arg) (exp
| LValResolution.const baseStructName structName constName =>
let f if baseStructName != structName then mkBaseProjections baseStructName structName f else pure f
let projFn mkConst constName
let projFn addProjTermInfo lval.getRef projFn
let projFn addTermInfo lval.getRef projFn
if lvals.isEmpty then
let projFnType inferType projFn
let (args, namedArgs) addLValArg baseStructName constName f args namedArgs projFnType
@@ -1246,7 +1235,7 @@ private def elabAppLValsAux (namedArgs : Array NamedArg) (args : Array Arg) (exp
let f elabAppArgs projFn #[] #[Arg.expr f] (expectedType? := none) (explicit := false) (ellipsis := false)
loop f lvals
| LValResolution.localRec baseName fullName fvar =>
let fvar addProjTermInfo lval.getRef fvar
let fvar addTermInfo lval.getRef fvar
if lvals.isEmpty then
let fvarType inferType fvar
let (args, namedArgs) addLValArg baseName fullName f args namedArgs fvarType
@@ -1351,7 +1340,7 @@ private partial def elabAppFn (f : Syntax) (lvals : List LVal) (namedArgs : Arra
let elabFieldName (e field : Syntax) := do
let newLVals := field.identComponents.map fun comp =>
-- We use `none` in `suffix?` since `field` can't be part of a composite name
LVal.fieldName comp comp.getId.getString! none f
LVal.fieldName comp comp.getId.getString! none e
elabAppFn e (newLVals ++ lvals) namedArgs args expectedType? explicit ellipsis overloaded acc
let elabFieldIdx (e idxStx : Syntax) := do
let some idx := idxStx.isFieldIdx? | throwError "invalid field index"

View File

@@ -119,6 +119,64 @@ private partial def elabChoiceAux (cmds : Array Syntax) (i : Nat) : CommandElabM
@[builtin_command_elab choice] def elabChoice : CommandElab := fun stx =>
elabChoiceAux stx.getArgs 0
/-- Declares one or more universe variables.
`universe u v`
`Prop`, `Type`, `Type u` and `Sort u` are types that classify other types, also known as
*universes*. In `Type u` and `Sort u`, the variable `u` stands for the universe's *level*, and a
universe at level `u` can only classify universes that are at levels lower than `u`. For more
details on type universes, please refer to [the relevant chapter of Theorem Proving in Lean][tpil
universes].
Just as type arguments allow polymorphic definitions to be used at many different types, universe
parameters, represented by universe variables, allow a definition to be used at any required level.
While Lean mostly handles universe levels automatically, declaring them explicitly can provide more
control when writing signatures. The `universe` keyword allows the declared universe variables to be
used in a collection of definitions, and Lean will ensure that these definitions use them
consistently.
[tpil universes]: https://lean-lang.org/theorem_proving_in_lean4/dependent_type_theory.html#types-as-objects
(Type universes on Theorem Proving in Lean)
```lean
/- Explicit type-universe parameter. -/
def id₁.{u} (α : Type u) (a : α) := a
/- Implicit type-universe parameter, equivalent to `id₁`.
Requires option `autoImplicit true`, which is the default. -/
def id₂ (α : Type u) (a : α) := a
/- Explicit standalone universe variable declaration, equivalent to `id₁` and `id₂`. -/
universe u
def id₃ (α : Type u) (a : α) := a
```
On a more technical note, using a universe variable only in the right-hand side of a definition
causes an error if the universe has not been declared previously.
```lean
def L₁.{u} := List (Type u)
-- def L₂ := List (Type u) -- error: `unknown universe level 'u'`
universe u
def L₃ := List (Type u)
```
## Examples
```lean
universe u v w
structure Pair (α : Type u) (β : Type v) : Type (max u v) where
a : α
b : β
#check Pair.{v, w}
-- Pair : Type v → Type w → Type (max v w)
```
-/
@[builtin_command_elab «universe»] def elabUniverse : CommandElab := fun n => do
n[1].forArgsM addUnivLevel
@@ -127,6 +185,30 @@ private partial def elabChoiceAux (cmds : Array Syntax) (i : Nat) : CommandElabM
| Except.ok env => setEnv env
| Except.error ex => throwError (ex.toMessageData ( getOptions))
/-- Adds names from other namespaces to the current namespace.
The command `export Some.Namespace (name₁ name₂)` makes `name₁` and `name₂`:
- visible in the current namespace without prefix `Some.Namespace`, like `open`, and
- visible from outside the current namespace `N` as `N.name₁` and `N.name₂`.
## Examples
```lean
namespace Morning.Sky
def star := "venus"
end Morning.Sky
namespace Evening.Sky
export Morning.Sky (star)
-- `star` is now in scope
#check star
end Evening.Sky
-- `star` is visible in `Evening.Sky`
#check Evening.Sky.star
```
-/
@[builtin_command_elab «export»] def elabExport : CommandElab := fun stx => do
let `(export $ns ($ids*)) := stx | throwUnsupportedSyntax
let nss resolveNamespace ns
@@ -141,6 +223,118 @@ private partial def elabChoiceAux (cmds : Array Syntax) (i : Nat) : CommandElabM
aliases := aliases.push (currNamespace ++ id, declName)
modify fun s => { s with env := aliases.foldl (init := s.env) fun env p => addAlias env p.1 p.2 }
/-- Makes names from other namespaces visible without writing the namespace prefix.
Names that are made available with `open` are visible within the current `section` or `namespace`
block. This makes referring to (type) definitions and theorems easier, but note that it can also
make [scoped instances], notations, and attributes from a different namespace available.
The `open` command can be used in a few different ways:
* `open Some.Namespace.Path1 Some.Namespace.Path2` makes all non-protected names in
`Some.Namespace.Path1` and `Some.Namespace.Path2` available without the prefix, so that
`Some.Namespace.Path1.x` and `Some.Namespace.Path2.y` can be referred to by writing only `x` and
`y`.
* `open Some.Namespace.Path hiding def1 def2` opens all non-protected names in `Some.Namespace.Path`
except `def1` and `def2`.
* `open Some.Namespace.Path (def1 def2)` only makes `Some.Namespace.Path.def1` and
`Some.Namespace.Path.def2` available without the full prefix, so `Some.Namespace.Path.def3` would
be unaffected.
This works even if `def1` and `def2` are `protected`.
* `open Some.Namespace.Path renaming def1 → def1', def2 → def2'` same as `open Some.Namespace.Path
(def1 def2)` but `def1`/`def2`'s names are changed to `def1'`/`def2'`.
This works even if `def1` and `def2` are `protected`.
* `open scoped Some.Namespace.Path1 Some.Namespace.Path2` **only** opens [scoped instances],
notations, and attributes from `Namespace1` and `Namespace2`; it does **not** make any other name
available.
* `open <any of the open shapes above> in` makes the names `open`-ed visible only in the next
command or expression.
[scoped instance]: https://lean-lang.org/theorem_proving_in_lean4/type_classes.html#scoped-instances
(Scoped instances in Theorem Proving in Lean)
## Examples
```lean
/-- SKI combinators https://en.wikipedia.org/wiki/SKI_combinator_calculus -/
namespace Combinator.Calculus
def I (a : α) : α := a
def K (a : α) : β α := fun _ => a
def S (x : α β γ) (y : α β) (z : α) : γ := x z (y z)
end Combinator.Calculus
section
-- open everything under `Combinator.Calculus`, *i.e.* `I`, `K` and `S`,
-- until the section ends
open Combinator.Calculus
theorem SKx_eq_K : S K x = I := rfl
end
-- open everything under `Combinator.Calculus` only for the next command (the next `theorem`, here)
open Combinator.Calculus in
theorem SKx_eq_K' : S K x = I := rfl
section
-- open only `S` and `K` under `Combinator.Calculus`
open Combinator.Calculus (S K)
theorem SKxy_eq_y : S K x y = y := rfl
-- `I` is not in scope, we have to use its full path
theorem SKxy_eq_Iy : S K x y = Combinator.Calculus.I y := rfl
end
section
open Combinator.Calculus
renaming
I identity,
K konstant
#check identity
#check konstant
end
section
open Combinator.Calculus
hiding S
#check I
#check K
end
section
namespace Demo
inductive MyType
| val
namespace N1
scoped infix:68 "" => BEq.beq
scoped instance : BEq MyType where
beq _ _ := true
def Alias := MyType
end N1
end Demo
-- bring `≋` and the instance in scope, but not `Alias`
open scoped Demo.N1
#check Demo.MyType.val == Demo.MyType.val
#check Demo.MyType.val Demo.MyType.val
-- #check Alias -- unknown identifier 'Alias'
end
```
-/
@[builtin_command_elab «open»] def elabOpen : CommandElab
| `(open $decl:openDecl) => do
let openDecls elabOpenDecl decl
@@ -226,6 +420,102 @@ private def replaceBinderAnnotation (binder : TSyntax ``Parser.Term.bracketedBin
else
return #[binder]
/-- Declares one or more typed variables, or modifies whether already-declared variables are
implicit.
Introduces variables that can be used in definitions within the same `namespace` or `section` block.
When a definition mentions a variable, Lean will add it as an argument of the definition. The
`variable` command is also able to add typeclass parameters. This is useful in particular when
writing many definitions that have parameters in common (see below for an example).
Variable declarations have the same flexibility as regular function paramaters. In particular they
can be [explicit, implicit][binder docs], or [instance implicit][tpil classes] (in which case they
can be anonymous). This can be changed, for instance one can turn explicit variable `x` into an
implicit one with `variable {x}`. Note that currently, you should avoid changing how variables are
bound and declare new variables at the same time; see [issue 2789] for more on this topic.
See [*Variables and Sections* from Theorem Proving in Lean][tpil vars] for a more detailed
discussion.
[tpil vars]: https://lean-lang.org/theorem_proving_in_lean4/dependent_type_theory.html#variables-and-sections
(Variables and Sections on Theorem Proving in Lean)
[tpil classes]: https://lean-lang.org/theorem_proving_in_lean4/type_classes.html
(Type classes on Theorem Proving in Lean)
[binder docs]: https://leanprover-community.github.io/mathlib4_docs/Lean/Expr.html#Lean.BinderInfo
(Documentation for the BinderInfo type)
[issue 2789]: https://github.com/leanprover/lean4/issues/2789
(Issue 2789 on github)
## Examples
```lean
section
variable
{α : Type u} -- implicit
(a : α) -- explicit
[instBEq : BEq α] -- instance implicit, named
[Hashable α] -- instance implicit, anonymous
def isEqual (b : α) : Bool :=
a == b
#check isEqual
-- isEqual.{u} {α : Type u} (a : α) [instBEq : BEq α] (b : α) : Bool
variable
{a} -- `a` is implicit now
def eqComm {b : α} := a == b ↔ b == a
#check eqComm
-- eqComm.{u} {α : Type u} {a : α} [instBEq : BEq α] {b : α} : Prop
end
```
The following shows a typical use of `variable` to factor out definition arguments:
```lean
variable (Src : Type)
structure Logger where
trace : List (Src × String)
#check Logger
-- Logger (Src : Type) : Type
namespace Logger
-- switch `Src : Type` to be implicit until the `end Logger`
variable {Src}
def empty : Logger Src where
trace := []
#check empty
-- Logger.empty {Src : Type} : Logger Src
variable (log : Logger Src)
def len :=
log.trace.length
#check len
-- Logger.len {Src : Type} (log : Logger Src) : Nat
variable (src : Src) [BEq Src]
-- at this point all of `log`, `src`, `Src` and the `BEq` instance can all become arguments
def filterSrc :=
log.trace.filterMap
fun (src', str') => if src' == src then some str' else none
#check filterSrc
-- Logger.filterSrc {Src : Type} (log : Logger Src) (src : Src) [inst✝ : BEq Src] : List String
def lenSrc :=
log.filterSrc src |>.length
#check lenSrc
-- Logger.lenSrc {Src : Type} (log : Logger Src) (src : Src) [inst✝ : BEq Src] : Nat
end Logger
```
-/
@[builtin_command_elab «variable»] def elabVariable : CommandElab
| `(variable $binders*) => do
-- Try to elaborate `binders` for sanity checking
@@ -248,7 +538,10 @@ def elabCheckCore (ignoreStuckTC : Bool) : CommandElab
try
for c in ( realizeGlobalConstWithInfos term) do
addCompletionInfo <| .id term id.getId (danglingDot := false) {} none
logInfoAt tk <| .signature c
logInfoAt tk <| .ofPPFormat { pp := fun
| some ctx => ctx.runMetaM <| PrettyPrinter.ppSignature c
| none => return f!"{c}" -- should never happen
}
return
catch _ => pure () -- identifier might not be a constant but constant + projection
let e Term.elabTerm term none
@@ -456,7 +749,7 @@ def elabRunMeta : CommandElab := fun stx =>
pure ()
@[builtin_command_elab «set_option»] def elabSetOption : CommandElab := fun stx => do
let options Elab.elabSetOption stx[1] stx[3]
let options Elab.elabSetOption stx[1] stx[2]
modify fun s => { s with maxRecDepth := maxRecDepth.get options }
modifyScope fun scope => { scope with opts := options }

View File

@@ -312,9 +312,9 @@ private def mkSilentAnnotationIfHole (e : Expr) : TermElabM Expr := do
popScope
@[builtin_term_elab «set_option»] def elabSetOption : TermElab := fun stx expectedType? => do
let options Elab.elabSetOption stx[1] stx[3]
let options Elab.elabSetOption stx[1] stx[2]
withTheReader Core.Context (fun ctx => { ctx with maxRecDepth := maxRecDepth.get options, options := options }) do
elabTerm stx[5] expectedType?
elabTerm stx[4] expectedType?
@[builtin_term_elab withAnnotateTerm] def elabWithAnnotateTerm : TermElab := fun stx expectedType? => do
match stx with

View File

@@ -7,7 +7,6 @@ prelude
import Lean.Elab.Binders
import Lean.Elab.SyntheticMVars
import Lean.Elab.SetOption
import Lean.Language.Basic
namespace Lean.Elab.Command
@@ -31,6 +30,7 @@ structure State where
scopes : List Scope := [{ header := "" }]
nextMacroScope : Nat := firstFrontendMacroScope + 1
maxRecDepth : Nat
nextInstIdx : Nat := 1 -- for generating anonymous instance names
ngen : NameGenerator := {}
infoState : InfoState := {}
traceState : TraceState := {}
@@ -45,16 +45,6 @@ structure Context where
currMacroScope : MacroScope := firstFrontendMacroScope
ref : Syntax := Syntax.missing
tacticCache? : Option (IO.Ref Tactic.Cache)
/--
Snapshot for incremental reuse and reporting of command elaboration. Currently unused in Lean
itself.
Definitely resolved in `Language.Lean.process.doElab`.
Invariant: if the bundle's `old?` is set, the context and state at the beginning of current and
old elaboration are identical.
-/
snap? : Option (Language.SnapshotBundle Language.DynamicSnapshot)
abbrev CommandElabCoreM (ε) := ReaderT Context $ StateRefT State $ EIO ε
abbrev CommandElabM := CommandElabCoreM Exception
@@ -157,13 +147,10 @@ private def addTraceAsMessagesCore (ctx : Context) (log : MessageLog) (traceStat
private def addTraceAsMessages : CommandElabM Unit := do
let ctx read
-- do not add trace messages if `trace.profiler.output` is set as it would be redundant and
-- pretty printing the trace messages is expensive
if trace.profiler.output.get? ( getOptions) |>.isNone then
modify fun s => { s with
messages := addTraceAsMessagesCore ctx s.messages s.traceState
traceState.traces := {}
}
modify fun s => { s with
messages := addTraceAsMessagesCore ctx s.messages s.traceState
traceState.traces := {}
}
def liftCoreM (x : CoreM α) : CommandElabM α := do
let s get
@@ -220,8 +207,7 @@ def runLinters (stx : Syntax) : CommandElabM Unit := do
let linters lintersRef.get
unless linters.isEmpty do
for linter in linters do
withTraceNode `Elab.lint (fun _ => return m!"running linter: {linter.name}")
(tag := linter.name.toString) do
withTraceNode `Elab.lint (fun _ => return m!"running linter: {linter.name}") do
let savedState get
try
linter.run stx
@@ -293,9 +279,7 @@ partial def elabCommand (stx : Syntax) : CommandElabM Unit := do
-- list of commands => elaborate in order
-- The parser will only ever return a single command at a time, but syntax quotations can return multiple ones
args.forM elabCommand
else withTraceNode `Elab.command (fun _ => return stx) (tag :=
-- special case: show actual declaration kind for `declaration` commands
(if stx.isOfKind ``Parser.Command.declaration then stx[1] else stx).getKind.toString) do
else withTraceNode `Elab.command (fun _ => return stx) do
let s get
match ( liftMacroM <| expandMacroImpl? s.env stx) with
| some (decl, stxNew?) =>
@@ -531,7 +515,6 @@ def liftCommandElabM (cmd : CommandElabM α) : CoreM α := do
fileMap := getFileMap
ref := getRef
tacticCache? := none
snap? := none
} |>.run {
env := getEnv
maxRecDepth := getMaxRecDepth
@@ -552,9 +535,9 @@ first evaluates any local `set_option ... in ...` clauses and then invokes `cmd`
partial def withSetOptionIn (cmd : CommandElab) : CommandElab := fun stx => do
if stx.getKind == ``Lean.Parser.Command.in &&
stx[0].getKind == ``Lean.Parser.Command.set_option then
let opts Elab.elabSetOption stx[0][1] stx[0][3]
let opts Elab.elabSetOption stx[0][1] stx[0][2]
Command.withScope (fun scope => { scope with opts }) do
withSetOptionIn cmd stx[2]
withSetOptionIn cmd stx[1]
else
cmd stx

View File

@@ -1,256 +0,0 @@
/-
Copyright (c) 2024 Lean FRO, LLC. All rights reserved.
Released under Apache 2.0 license as described in the file LICENSE.
Authors: Kyle Miller
-/
prelude
import Lean.Elab.Command
/-!
# Name generator for declarations
This module provides functionality to generate a name for a declaration using its binders and its type.
This is used to generate names for anonymous instances.
It uses heuristics to generate an informative but terse name given its namespace, supplied binders, and type.
It tries to make these relatively unique,
and it uses suffixes derived from the module to ensure cross-project uniqueness
when the instance doesn't refer to anything defined in the current project.
The name generator can be thought of as a kind of pretty printer, rendering an expression in textual form.
The general structure of this generator is
1. `Lean.Elab.Command.NameGen.winnowExpr` takes an expression and re-uses `Expr` as a data structure
to record the "Syntax"-like structure.
2. `Lean.Elab.Command.NameGen.mkBaseNameCore` formats the result of that as a string.
It actually does a bit more computation than that, since it further removes duplicate expressions,
reporting only the first occurrence of each subexpression.
-/
namespace Lean.Elab.Command
open Meta
namespace NameGen
/--
If `e` is an application of a projection to a parent structure, returns the term being projected.
-/
private def getParentProjArg (e : Expr) : MetaM (Option Expr) := do
let .const c@(.str _ field) _ := e.getAppFn | return none
let env getEnv
let some info := env.getProjectionFnInfo? c | return none
unless e.getAppNumArgs == info.numParams + 1 do return none
let some (.ctorInfo cVal) := env.find? info.ctorName | return none
if isSubobjectField? env cVal.induct (Name.mkSimple field) |>.isNone then return none
return e.appArg!
/--
Strips out universes and arguments we decide are unnecessary for naming.
The resulting expression can have loose fvars and be mangled in other ways.
Expressions can also be replaced by `.bvar 0` if they shouldn't be mentioned.
-/
private partial def winnowExpr (e : Expr) : MetaM Expr := do
let rec visit (e : Expr) : MonadCacheT Expr Expr MetaM Expr := checkCache e fun _ => do
if isProof e then
return .bvar 0
match e with
| .app .. =>
if let some e' getParentProjArg e then
return ( visit e')
e.withApp fun f args => do
-- Visit only the explicit arguments to `f` and also its type (and type family) arguments.
-- The reason we visit type arguments is so that, for example, `Decidable (_ < _)` has
-- a chance to insert type information. Type families are for reporting things such as type constructors and monads.
let mut fty inferType f
let mut j := 0
let mut e' visit f
for i in [0:args.size] do
unless fty.isForall do
fty withTransparency .all <| whnf <| fty.instantiateRevRange j i args
j := i
let .forallE _ _ fty' bi := fty | failure
fty := fty'
let arg := args[i]!
if pure bi.isExplicit <||> (pure !arg.isSort <&&> isTypeFormer arg) then
unless ( isProof arg) do
e' := .app e' ( visit arg)
return e'
| .forallE n ty body bi =>
withLocalDecl n bi ty fun arg => do
-- In a dependent forall the body implies `ty`, so we won't mention it.
let ty' if body.hasLooseBVars then pure (.bvar 0) else visit ty
return .forallE n ty' ( visit (body.instantiate1 arg)) bi
| .lam n ty body bi =>
if let some e := Expr.etaExpandedStrict? e then
visit e
else
withLocalDecl n bi ty fun arg => do
-- Don't record the `.lam` since `ty` should be recorded elsewhere in the expression.
visit (body.instantiate1 arg)
| .letE _n _t v b _ => visit (b.instantiate1 v)
| .sort .. =>
if e.isProp then return .sort levelZero
else if e.isType then return .sort levelOne
else return .sort (.param `u)
| .const name .. => return .const name []
| .mdata _ e' => visit e'
| _ => return .bvar 0
visit e |>.run
/--
State for name generation.
-/
private structure MkNameState where
/-- Keeps track of expressions already visited so that we do not include them again. -/
seen : ExprSet := {}
/-- Keeps track of constants that appear in the generated name. -/
consts : NameSet := {}
/--
Monad for name generation.
-/
private abbrev MkNameM := StateRefT MkNameState MetaM
/--
Core algorithm for generating a name. The provided expression should be a winnowed expression.
- `omitTopForall` if true causes "Forall" to not be included if the binding type results in an empty string.
-/
private def mkBaseNameCore (e : Expr) (omitTopForall : Bool := false) : MkNameM String :=
visit e omitTopForall
where
visit (e : Expr) (omitTopForall : Bool := false) : MkNameM String := do
if ( get).seen.contains e then
return ""
else
let s visit' e omitTopForall
modify fun st => {st with seen := st.seen.insert e}
return s
visit' (e : Expr) (omitTopForall : Bool) : MkNameM String := do
match e with
| .const name .. =>
modify (fun st => {st with consts := st.consts.insert name})
return match name.eraseMacroScopes with
| .str _ str => str.capitalize
| _ => ""
| .app f x => (· ++ ·) <$> visit f <*> visit x
| .forallE _ ty body _ =>
let sty visit ty
if omitTopForall && sty == "" then
visit body true
else
("Forall" ++ sty ++ ·) <$> visit body
| .sort .zero => return "Prop"
| .sort (.succ _) => return "Type"
| .sort _ => return "Sort"
| _ => return ""
/--
Generate a name, while naming the top-level foralls using "Of".
The provided expression should be a winnowed expression.
-/
private partial def mkBaseNameAux (e : Expr) : MkNameM String := do
let (foralls, sb) visit e
return sb ++ String.join foralls
where
visit (e : Expr) : MkNameM (List String × String) := do
match e with
| .forallE _ ty body _ =>
let (foralls, sb) visit body
let st mkBaseNameCore ty (omitTopForall := true)
if st == "" then
return (foralls, sb)
else
return (("Of" ++ st) :: foralls, sb)
| _ => return ([], mkBaseNameCore e)
/--
Adds all prefixes of `ns` as seen constants.
-/
private def visitNamespace (ns : Name) : MkNameM Unit := do
match ns with
| .anonymous => pure ()
| .num ns' _ => visitNamespace ns'
| .str ns' _ =>
let env getEnv
if env.contains ns then
modify fun st => {st with seen := st.seen.insert (.const ns []), consts := st.consts.insert ns}
visitNamespace ns'
/--
Given an expression, generates a "base name" for a declaration.
The top-level foralls in `e` are treated as being binders, so use the `...Of...` naming convention.
The current namespace is used to seed the seen expressions with each prefix of the namespace that's a global constant.
Collects all constants that contribute to the name in the `MkInstM` state.
This can be used to decide whether to further transform the generated name;
in particular, this enables checking whether the generated name mentions declarations
from the current module or project.
-/
def mkBaseName (e : Expr) : MkNameM String := do
let e instantiateMVars e
visitNamespace ( getCurrNamespace)
mkBaseNameAux ( winnowExpr e)
/--
Converts a module name into a suffix. Includes a leading `_`,
so for example `Lean.Elab.DefView` becomes `_lean_elab_defView`.
-/
private def moduleToSuffix : Name String
| .anonymous => ""
| .num n _ => moduleToSuffix n
| .str n s => moduleToSuffix n ++ "_" ++ s.decapitalize
/--
Uses heuristics to generate an informative but terse base name for a term of the given type, using `mkBaseName`.
Makes use of the current namespace.
It tries to make these names relatively unique ecosystem-wide,
and it adds suffixes using the current module if the resulting name doesn't refer to anything defined in this module.
-/
def mkBaseNameWithSuffix (pre : String) (type : Expr) : MetaM String := do
let (name, st) mkBaseName type |>.run {}
let name := pre ++ name
let project := ( getMainModule).getRoot
-- Collect the modules for each constant that appeared.
let modules st.consts.foldM (init := Array.mkEmpty st.consts.size) fun mods name => return mods.push ( findModuleOf? name)
-- We can avoid adding the suffix if the instance refers to module-local names.
let isModuleLocal := modules.any Option.isNone
-- We can also avoid adding the full module suffix if the instance refers to "project"-local names.
let isProjectLocal := isModuleLocal || modules.any fun mod? => mod?.map (·.getRoot) == project
if !isProjectLocal then
return s!"{name}{moduleToSuffix project}"
else
return name
/--
Elaborates the binders and type and then uses `mkBaseNameWithSuffix` to generate a name.
Furthermore, uses `mkUnusedBaseName` on the result.
-/
def mkBaseNameWithSuffix' (pre : String) (binders : Array Syntax) (type : Syntax) : TermElabM Name := do
let name
try
Term.withAutoBoundImplicit <| Term.elabBinders binders fun binds => Term.withoutErrToSorry do
let ty mkForallFVars binds ( Term.elabType type)
mkBaseNameWithSuffix pre ty
catch _ =>
pure pre
liftMacroM <| mkUnusedBaseName <| Name.mkSimple name
end NameGen
/--
Generates an instance name for a declaration that has the given binders and type.
It tries to make these names relatively unique ecosystem-wide.
Note that this elaborates the binders and the type.
This means that when elaborating an instance declaration, we elaborate these twice.
-/
def mkInstanceName (binders : Array Syntax) (type : Syntax) : CommandElabM Name := do
let savedState get
try
-- Unfortunately we can't include any of the binders from `runTermElabM` since, without
-- elaborating the body of the instance, we have no idea which of these binders are
-- actually used.
runTermElabM fun _ => NameGen.mkBaseNameWithSuffix' "inst" binders type
finally
set savedState

View File

@@ -54,6 +54,14 @@ def expandDeclSig (stx : Syntax) : Syntax × Syntax :=
let typeSpec := stx[1]
(binders, typeSpec[1])
def mkFreshInstanceName (env : Environment) (nextIdx : Nat) : Name :=
(env.mainModule ++ `_instance).appendIndexAfter nextIdx
def isFreshInstanceName (name : Name) : Bool :=
match name with
| .str _ s => "_instance".isPrefixOf s
| _ => false
/--
Sort the given list of `usedParams` using the following order:
- If it is an explicit level `allUserParams`, then use user given order.

View File

@@ -353,14 +353,14 @@ def elabMutual : CommandElab := fun stx => do
for builtin simprocs.
-/
let declNames
try
realizeGlobalConstWithInfos ident
catch _ =>
let name := ident.getId.eraseMacroScopes
if ( Simp.isBuiltinSimproc name) then
pure [name]
else
throwUnknownConstant name
try
realizeGlobalConst ident
catch _ =>
let name := ident.getId.eraseMacroScopes
if ( Simp.isBuiltinSimproc name) then
pure [name]
else
throwUnknownConstant name
let declName ensureNonAmbiguous ident declNames
Term.applyAttributes declName attrs
for attrName in toErase do

View File

@@ -4,8 +4,8 @@ Released under Apache 2.0 license as described in the file LICENSE.
Authors: Leonardo de Moura, Sebastian Ullrich
-/
prelude
import Lean.Meta.ForEachExpr
import Lean.Elab.Command
import Lean.Elab.DeclNameGen
import Lean.Elab.DeclUtil
namespace Lean.Elab
@@ -66,6 +66,41 @@ def mkDefViewOfTheorem (modifiers : Modifiers) (stx : Syntax) : DefView :=
{ ref := stx, kind := DefKind.theorem, modifiers,
declId := stx[1], binders, type? := some type, value := stx[3] }
def mkFreshInstanceName : CommandElabM Name := do
let s get
let idx := s.nextInstIdx
modify fun s => { s with nextInstIdx := s.nextInstIdx + 1 }
return Lean.Elab.mkFreshInstanceName s.env idx
/--
Generate a name for an instance with the given type.
Note that we elaborate the type twice. Once for producing the name, and another when elaborating the declaration. -/
def mkInstanceName (binders : Array Syntax) (type : Syntax) : CommandElabM Name := do
let savedState get
try
let result runTermElabM fun _ => Term.withAutoBoundImplicit <| Term.elabBinders binders fun _ => Term.withoutErrToSorry do
let type instantiateMVars ( Term.elabType type)
let ref IO.mkRef ""
Meta.forEachExpr type fun e => do
if e.isForall then ref.modify (· ++ "ForAll")
else if e.isProp then ref.modify (· ++ "Prop")
else if e.isType then ref.modify (· ++ "Type")
else if e.isSort then ref.modify (· ++ "Sort")
else if e.isConst then
match e.constName!.eraseMacroScopes with
| .str _ str =>
if str.front.isLower then
ref.modify (· ++ str.capitalize)
else
ref.modify (· ++ str)
| _ => pure ()
ref.get
set savedState
liftMacroM <| mkUnusedBaseName <| Name.mkSimple ("inst" ++ result)
catch _ =>
set savedState
mkFreshInstanceName
def mkDefViewOfInstance (modifiers : Modifiers) (stx : Syntax) : CommandElabM DefView := do
-- leading_parser Term.attrKind >> "instance " >> optNamedPrio >> optional declId >> declSig >> declVal
let attrKind liftMacroM <| toAttributeKind stx[0]
@@ -74,14 +109,9 @@ def mkDefViewOfInstance (modifiers : Modifiers) (stx : Syntax) : CommandElabM De
let (binders, type) := expandDeclSig stx[4]
let modifiers := modifiers.addAttribute { kind := attrKind, name := `instance, stx := attrStx }
let declId match stx[3].getOptional? with
| some declId =>
if isTracingEnabledFor `Elab.instance.mkInstanceName then
let id mkInstanceName binders.getArgs type
trace[Elab.instance.mkInstanceName] "generated {(← getCurrNamespace) ++ id} for {declId}"
pure declId
| some declId => pure declId
| none =>
let id mkInstanceName binders.getArgs type
trace[Elab.instance.mkInstanceName] "generated {(← getCurrNamespace) ++ id}"
pure <| mkNode ``Parser.Command.declId #[mkIdentFrom stx id, mkNullNode]
return {
ref := stx, kind := DefKind.def, modifiers := modifiers,
@@ -136,7 +166,6 @@ def mkDefView (modifiers : Modifiers) (stx : Syntax) : CommandElabM DefView :=
throwError "unexpected kind of definition"
builtin_initialize registerTraceClass `Elab.definition
builtin_initialize registerTraceClass `Elab.instance.mkInstanceName
end Command
end Lean.Elab

View File

@@ -49,7 +49,10 @@ where
let b := mkIdent ( mkFreshUserName `b)
ctorArgs1 := ctorArgs1.push a
ctorArgs2 := ctorArgs2.push b
rhsCont := fun rhs => `(Ordering.then (compare $a $b) $rhs) >>= rhsCont
rhsCont := fun rhs => `(match compare $a $b with
| Ordering.lt => Ordering.lt
| Ordering.gt => Ordering.gt
| Ordering.eq => $rhs) >>= rhsCont
let lPat `(@$(mkIdent ctorName):ident $ctorArgs1:term*)
let rPat `(@$(mkIdent ctorName):ident $ctorArgs2:term*)
let patterns := indPatterns ++ #[lPat, rPat]

View File

@@ -7,7 +7,6 @@ prelude
import Lean.Language.Lean
import Lean.Util.Profile
import Lean.Server.References
import Lean.Util.Profiler
namespace Lean.Elab.Frontend
@@ -33,7 +32,6 @@ def setCommandState (commandState : Command.State) : FrontendM Unit :=
fileName := ctx.inputCtx.fileName
fileMap := ctx.inputCtx.fileMap
tacticCache? := none
snap? := none
}
match ( liftM <| EIO.toIO' <| (x cmdCtx).run s.commandState) with
| Except.error e => throw <| IO.Error.userError s!"unexpected internal error: {← e.toMessageData.toString}"
@@ -109,9 +107,7 @@ def runFrontend
(mainModuleName : Name)
(trustLevel : UInt32 := 0)
(ileanFileName? : Option String := none)
(jsonOutput : Bool := false)
: IO (Environment × Bool) := do
let startTime := ( IO.monoNanosNow).toFloat / 1000000000
let inputCtx := Parser.mkInputContext input fileName
-- TODO: replace with `#lang` processing
if /- Lean #lang? -/ true then
@@ -123,14 +119,14 @@ def runFrontend
let (env, messages) processHeader (leakEnv := true) header opts messages inputCtx trustLevel
let env := env.setMainModule mainModuleName
let mut commandState := Command.mkState env messages opts
let elabStartTime := ( IO.monoNanosNow).toFloat / 1000000000
if ileanFileName?.isSome then
-- Collect InfoTrees so we can later extract and export their info to the ilean file
commandState := { commandState with infoState.enabled := true }
let s IO.processCommands inputCtx parserState commandState
Language.reportMessages s.commandState.messages opts jsonOutput
for msg in s.commandState.messages.toList do
IO.print ( msg.toString (includeEndPos := Language.printMessageEndPos.get opts))
if let some ileanFileName := ileanFileName? then
let trees := s.commandState.infoState.trees.toArray
@@ -139,26 +135,13 @@ def runFrontend
let ilean := { module := mainModuleName, references : Lean.Server.Ilean }
IO.FS.writeFile ileanFileName $ Json.compress $ toJson ilean
if let some out := trace.profiler.output.get? opts then
let traceState := s.commandState.traceState
-- importing does not happen in an elaboration monad, add now
let traceState := { traceState with
traces := #[{
ref := .missing,
msg := .trace { cls := `Import, startTime, stopTime := elabStartTime }
(.ofFormat "importing") #[]
}].toPArray' ++ traceState.traces
}
let profile Firefox.Profile.export mainModuleName.toString startTime traceState opts
IO.FS.writeFile out <| Json.compress <| toJson profile
return (s.commandState.env, !s.commandState.messages.hasErrors)
let ctx := { inputCtx with mainModuleName, opts, trustLevel }
let processor := Language.Lean.process
let snap processor none ctx
let snaps := Language.toSnapshotTree snap
snaps.runAndReport opts jsonOutput
snaps.runAndReport opts
if let some ileanFileName := ileanFileName? then
let trees := snaps.getAll.concatMap (match ·.infoTree? with | some t => #[t] | _ => #[])
let references := Lean.Server.findModuleRefs inputCtx.fileMap trees (localVars := false)

View File

@@ -4,8 +4,6 @@ Released under Apache 2.0 license as described in the file LICENSE.
Authors: Kyle Miller
-/
prelude
import Lean.Elab.Notation
import Lean.Util.Diff
import Lean.Server.CodeActions.Attr
/-! `#guard_msgs` command for testing commands
@@ -16,12 +14,6 @@ See the docstring on the `#guard_msgs` command.
open Lean Parser.Tactic Elab Command
register_builtin_option guard_msgs.diff : Bool := {
defValue := false
descr := "When true, show a diff between expected and actual messages if they don't match. "
}
namespace Lean.Elab.Tactic.GuardMsgs
/-- Gives a string representation of a message without source position information.
@@ -48,55 +40,31 @@ inductive SpecResult
/-- Do not capture the message. -/
| passthrough
/-- The method to use when normalizing whitespace, after trimming. -/
inductive WhitespaceMode
/-- Exact equality. -/
| exact
/-- Equality after normalizing newlines into spaces. -/
| normalized
/-- Equality after collapsing whitespace into single spaces. -/
| lax
/-- Method to use when combining multiple messages. -/
inductive MessageOrdering
/-- Use the exact ordering of the produced messages. -/
| exact
/-- Sort the produced messages. -/
| sorted
/-- Parses a `guardMsgsSpec`.
- No specification: check everything.
- With a specification: interpret the spec, and if nothing applies pass it through. -/
def parseGuardMsgsSpec (spec? : Option (TSyntax ``guardMsgsSpec)) :
CommandElabM (WhitespaceMode × MessageOrdering × (Message SpecResult)) := do
let elts
if let some spec := spec? then
match spec with
| `(guardMsgsSpec| ($[$elts:guardMsgsSpecElt],*)) => pure elts
| _ => throwUnsupportedSyntax
else
pure #[]
let mut whitespace : WhitespaceMode := .normalized
let mut ordering : MessageOrdering := .exact
let mut p? : Option (Message SpecResult) := none
let pushP (s : MessageSeverity) (drop : Bool) (p? : Option (Message SpecResult))
(msg : Message) : SpecResult :=
let p := p?.getD fun _ => .passthrough
if msg.severity == s then if drop then .drop else .check
else p msg
for elt in elts.reverse do
match elt with
| `(guardMsgsSpecElt| $[drop%$drop?]? info) => p? := pushP .information drop?.isSome p?
| `(guardMsgsSpecElt| $[drop%$drop?]? warning) => p? := pushP .warning drop?.isSome p?
| `(guardMsgsSpecElt| $[drop%$drop?]? error) => p? := pushP .error drop?.isSome p?
| `(guardMsgsSpecElt| $[drop%$drop?]? all) => p? := some fun _ => if drop?.isSome then .drop else .check
| `(guardMsgsSpecElt| whitespace := exact) => whitespace := .exact
| `(guardMsgsSpecElt| whitespace := normalized) => whitespace := .normalized
| `(guardMsgsSpecElt| whitespace := lax) => whitespace := .lax
| `(guardMsgsSpecElt| ordering := exact) => ordering := .exact
| `(guardMsgsSpecElt| ordering := sorted) => ordering := .sorted
| _ => throwUnsupportedSyntax
return (whitespace, ordering, p?.getD fun _ => .check)
CommandElabM (Message SpecResult) := do
if let some spec := spec? then
match spec with
| `(guardMsgsSpec| ($[$elts:guardMsgsSpecElt],*)) => do
let mut p : Message SpecResult := fun _ => .passthrough
let pushP (s : MessageSeverity) (drop : Bool) (p : Message SpecResult)
(msg : Message) : SpecResult :=
if msg.severity == s then if drop then .drop else .check
else p msg
for elt in elts.reverse do
match elt with
| `(guardMsgsSpecElt| $[drop%$drop?]? info) => p := pushP .information drop?.isSome p
| `(guardMsgsSpecElt| $[drop%$drop?]? warning) => p := pushP .warning drop?.isSome p
| `(guardMsgsSpecElt| $[drop%$drop?]? error) => p := pushP .error drop?.isSome p
| `(guardMsgsSpecElt| $[drop%$drop?]? all) =>
p := fun _ => if drop?.isSome then .drop else .check
| _ => throwErrorAt elt "Invalid #guard_msgs specification element"
return p
| _ => throwErrorAt spec "Invalid #guard_msgs specification"
else
return fun _ => .check
/-- An info tree node corresponding to a failed `#guard_msgs` invocation,
used for code action support. -/
@@ -118,27 +86,16 @@ def removeTrailingWhitespaceMarker (s : String) : String :=
s.replace "\n" "\n"
/--
Applies a whitespace normalization mode.
Strings are compared up to newlines, to allow users to break long lines.
-/
def WhitespaceMode.apply (mode : WhitespaceMode) (s : String) : String :=
match mode with
| .exact => s
| .normalized => s.replace "\n" " "
| .lax => String.intercalate " " <| (s.split Char.isWhitespace).filter (!·.isEmpty)
/--
Applies a message ordering mode.
-/
def MessageOrdering.apply (mode : MessageOrdering) (msgs : List String) : List String :=
match mode with
| .exact => msgs
| .sorted => msgs |>.toArray.qsort (· < ·) |>.toList
def equalUpToNewlines (exp res : String) : Bool :=
exp.replace "\n" " " == res.replace "\n" " "
@[builtin_command_elab Lean.guardMsgsCmd] def elabGuardMsgs : CommandElab
| `(command| $[$dc?:docComment]? #guard_msgs%$tk $(spec?)? in $cmd) => do
let expected : String := ( dc?.mapM (getDocStringText ·)).getD ""
|>.trim |> removeTrailingWhitespaceMarker
let (whitespace, ordering, specFn) parseGuardMsgsSpec spec?
let specFn parseGuardMsgsSpec spec?
let initMsgs modifyGet fun st => (st.messages, { st with messages := {} })
elabCommandTopLevel cmd
let msgs := ( get).messages
@@ -149,21 +106,14 @@ def MessageOrdering.apply (mode : MessageOrdering) (msgs : List String) : List S
| .check => toCheck := toCheck.add msg
| .drop => pure ()
| .passthrough => toPassthrough := toPassthrough.add msg
let strings toCheck.toList.mapM (messageToStringWithoutPos ·)
let strings := ordering.apply strings
let res := "---\n".intercalate strings |>.trim
if whitespace.apply expected == whitespace.apply res then
let res := "---\n".intercalate ( toCheck.toList.mapM (messageToStringWithoutPos ·)) |>.trim
if equalUpToNewlines expected res then
-- Passed. Only put toPassthrough messages back on the message log
modify fun st => { st with messages := initMsgs ++ toPassthrough }
else
-- Failed. Put all the messages back on the message log and add an error
modify fun st => { st with messages := initMsgs ++ msgs }
let feedback :=
if ( getOptions).getBool `guard_msgs.diff false then
let diff := Diff.diff (expected.split (· == '\n')).toArray (res.split (· == '\n')).toArray
Diff.linesToString diff
else res
logErrorAt tk m!"❌ Docstring on `#guard_msgs` does not match generated message:\n\n{feedback}"
logErrorAt tk m!"❌ Docstring on `#guard_msgs` does not match generated message:\n\n{res}"
pushInfoLeaf (.ofCustomInfo { stx := getRef, value := Dynamic.mk (GuardMsgFailure.mk res) })
| _ => throwUnsupportedSyntax

View File

@@ -25,11 +25,6 @@ open Meta
builtin_initialize
registerTraceClass `Elab.inductive
register_builtin_option inductive.autoPromoteIndices : Bool := {
defValue := true
descr := "Promote indices to parameters in inductive types whenever possible."
}
def checkValidInductiveModifier [Monad m] [MonadError m] (modifiers : Modifiers) : m Unit := do
if modifiers.isNoncomputable then
throwError "invalid use of 'noncomputable' in inductive declaration"
@@ -719,12 +714,10 @@ private def isDomainDefEq (arrowType : Expr) (type : Expr) : MetaM Bool := do
Convert fixed indices to parameters.
-/
private partial def fixedIndicesToParams (numParams : Nat) (indTypes : Array InductiveType) (indFVars : Array Expr) : MetaM Nat := do
if !inductive.autoPromoteIndices.get ( getOptions) then
return numParams
let masks indTypes.mapM (computeFixedIndexBitMask numParams · indFVars)
trace[Elab.inductive] "masks: {masks}"
if masks.all fun mask => !mask.contains true then
return numParams
trace[Elab.inductive] "masks: {masks}"
-- We process just a non-fixed prefix of the indices for now. Reason: we don't want to change the order.
-- TODO: extend it in the future. For example, it should be reasonable to change
-- the order of indices generated by the auto implicit feature.

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@@ -76,7 +76,7 @@ structure CommandInfo extends ElabInfo where
/-- A completion is an item that appears in the [IntelliSense](https://code.visualstudio.com/docs/editor/intellisense)
box that appears as you type. -/
inductive CompletionInfo where
| dot (termInfo : TermInfo) (expectedType? : Option Expr)
| dot (termInfo : TermInfo) (field? : Option Syntax) (expectedType? : Option Expr)
| id (stx : Syntax) (id : Name) (danglingDot : Bool) (lctx : LocalContext) (expectedType? : Option Expr)
| dotId (stx : Syntax) (id : Name) (lctx : LocalContext) (expectedType? : Option Expr)
| fieldId (stx : Syntax) (id : Name) (lctx : LocalContext) (structName : Name)

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@@ -7,7 +7,6 @@ prelude
import Lean.Compiler.NoncomputableAttr
import Lean.Util.CollectLevelParams
import Lean.Meta.AbstractNestedProofs
import Lean.Meta.ForEachExpr
import Lean.Elab.RecAppSyntax
import Lean.Elab.DefView
import Lean.Elab.PreDefinition.WF.TerminationHint

View File

@@ -15,7 +15,7 @@ def elabSetOption (id : Syntax) (val : Syntax) : m Options := do
let ref getRef
-- For completion purposes, we discard `val` and any later arguments.
-- We include the first argument (the keyword) for position information in case `id` is `missing`.
addCompletionInfo <| CompletionInfo.option (ref.setArgs (ref.getArgs[0:3]))
addCompletionInfo <| CompletionInfo.option (ref.setArgs (ref.getArgs[0:2]))
let optionName := id.getId.eraseMacroScopes
let decl IO.toEIO (fun (ex : IO.Error) => Exception.error ref ex.toString) (getOptionDecl optionName)
pushInfoLeaf <| .ofOptionInfo { stx := id, optionName, declName := decl.declName }

View File

@@ -442,4 +442,7 @@ def strLitToPattern (stx: Syntax) : MacroM Syntax :=
| some str => return mkAtomFrom stx str
| none => Macro.throwUnsupported
builtin_initialize
registerTraceClass `Elab.syntax
end Lean.Elab.Command

View File

@@ -147,7 +147,7 @@ partial def evalTactic (stx : Syntax) : TacticM Unit := do
if k == nullKind then
-- Macro writers create a sequence of tactics `t₁ ... tₙ` using `mkNullNode #[t₁, ..., tₙ]`
stx.getArgs.forM evalTactic
else withTraceNode `Elab.step (fun _ => return stx) (tag := stx.getKind.toString) do
else withTraceNode `Elab.step (fun _ => return stx) do
let evalFns := tacticElabAttribute.getEntries ( getEnv) stx.getKind
let macros := macroAttribute.getEntries ( getEnv) stx.getKind
if evalFns.isEmpty && macros.isEmpty then

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@@ -162,9 +162,9 @@ private def getOptRotation (stx : Syntax) : Nat :=
popScope
@[builtin_tactic Parser.Tactic.set_option] def elabSetOption : Tactic := fun stx => do
let options Elab.elabSetOption stx[1] stx[3]
let options Elab.elabSetOption stx[1] stx[2]
withTheReader Core.Context (fun ctx => { ctx with maxRecDepth := maxRecDepth.get options, options := options }) do
evalTactic stx[5]
evalTactic stx[4]
@[builtin_tactic Parser.Tactic.allGoals] def evalAllGoals : Tactic := fun stx => do
let mvarIds getGoals

View File

@@ -36,9 +36,7 @@ partial def falseOrByContra (g : MVarId) (useClassical : Option Bool := none) :
match ty with
| .const ``False _ => pure g
| .forallE _ _ _ _
| .app (.const ``Not _) _ =>
-- We set the transparency back to default; otherwise this breaks when run by a `simp` discharger.
falseOrByContra ( withTransparency default g.intro1P).2 useClassical
| .app (.const ``Not _) _ => falseOrByContra ( g.intro1).2
| _ =>
let gs if isProp ty then
match useClassical with
@@ -58,7 +56,7 @@ partial def falseOrByContra (g : MVarId) (useClassical : Option Bool := none) :
let [g] g.applyConst ``False.elim | panic! "expected one sugoal"
pure g
@[builtin_tactic Lean.Parser.Tactic.falseOrByContra]
@[builtin_tactic falseOrByContra]
def elabFalseOrByContra : Tactic
| `(tactic| false_or_by_contra) => do liftMetaTactic1 (falseOrByContra ·)
| _ => no_error_if_unused% throwUnsupportedSyntax

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@@ -59,7 +59,7 @@ def evalAlt (mvarId : MVarId) (alt : Syntax) (addInfo : TermElabM Unit) (remaini
withCaseRef (getAltDArrow alt) rhs do
if isHoleRHS rhs then
addInfo
let gs' mvarId.withContext <| withTacticInfoContext rhs do
let gs' mvarId.withContext <| withRef rhs do
let mvarDecl mvarId.getDecl
let val elabTermEnsuringType rhs mvarDecl.type
mvarId.assign val

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@@ -526,82 +526,6 @@ def cases₂ (mvarId : MVarId) (p : Expr) (hName : Name := `h) :
| throwError "'cases' tactic failed, unexpected new hypothesis"
return ((s₁.mvarId, f₁), (s₂.mvarId, f₂))
/--
Helpful error message when omega cannot find a solution
-/
def formatErrorMessage (p : Problem) : OmegaM MessageData := do
if p.possible then
if p.isEmpty then
return m!"it is false"
else
let as atoms
let mask mentioned p.constraints
let names varNames mask
return m!"a possible counterexample may satisfy the constraints\n" ++
m!"{prettyConstraints names p.constraints}\nwhere\n{prettyAtoms names as mask}"
else
-- formatErrorMessage should not be used in this case
return "it is trivially solvable"
where
varNameOf (i : Nat) : String :=
let c : Char := .ofNat ('a'.toNat + (i % 26))
let suffix := if i < 26 then "" else s!"_{i / 26}"
s!"{c}{suffix}"
inScope (s : String) : MetaM Bool := do
let n := .mkSimple s
if ( resolveGlobalName n).isEmpty then
if (( getLCtx).findFromUserName? n).isNone then
return false
return true
-- Assign ascending names a, b, c, …, z, a1 … to all atoms mentioned according to the mask
-- but avoid names in the local or global scope
varNames (mask : Array Bool) : MetaM (Array String) := do
let mut names := #[]
let mut next := 0
for h : i in [:mask.size] do
if mask[i] then
while inScope (varNameOf next) do next := next + 1
names := names.push (varNameOf next)
next := next + 1
else
names := names.push "(masked)"
return names
prettyConstraints (names : Array String) (constraints : HashMap Coeffs Fact) : String :=
constraints.toList
|>.map (fun coeffs, _, cst, _ => " " ++ prettyConstraint (prettyCoeffs names coeffs) cst)
|> "\n".intercalate
prettyConstraint (e : String) : Constraint String
| none, none => s!"{e} is unconstrained" -- should not happen in error messages
| none, some y => s!"{e} ≤ {y}"
| some x, none => s!"{e} ≥ {x}"
| some x, some y =>
if y < x then "" else -- should not happen in error messages
s!"{x} ≤ {e} ≤ {y}"
prettyCoeffs (names : Array String) (coeffs : Coeffs) : String :=
coeffs.toList.enum
|>.filter (fun (_,c) => c 0)
|>.enum
|>.map (fun (j, (i,c)) =>
(if j > 0 then if c > 0 then " + " else " - " else if c > 0 then "" else "- ") ++
(if Int.natAbs c = 1 then names[i]! else s!"{c.natAbs}*{names[i]!}"))
|> String.join
mentioned (constraints : HashMap Coeffs Fact) : OmegaM (Array Bool) := do
let initMask := Array.mkArray ( getThe State).atoms.size false
return constraints.fold (init := initMask) fun mask coeffs _ =>
coeffs.enum.foldl (init := mask) fun mask (i, c) =>
if c = 0 then mask else mask.set! i true
prettyAtoms (names : Array String) (atoms : Array Expr) (mask : Array Bool) : MessageData :=
(Array.zip names atoms).toList.enum
|>.filter (fun (i, _) => mask.getD i false)
|>.map (fun (_, (n, a)) => m!" {n} := {a}")
|> m!"\n".joinSep
mutual
@@ -611,7 +535,7 @@ call `omegaImpl` in both branches.
-/
partial def splitDisjunction (m : MetaProblem) (g : MVarId) : OmegaM Unit := g.withContext do
match m.disjunctions with
| [] => throwError "omega could not prove the goal:\n{← formatErrorMessage m.problem}"
| [] => throwError "omega did not find a contradiction:\n{m.problem}"
| h :: t =>
trace[omega] "Case splitting on {← inferType h}"
let ctx getMCtx

View File

@@ -348,7 +348,7 @@ partial def rcasesCore (g : MVarId) (fs : FVarSubst) (clears : Array FVarId) (e
pure ([(n, ps)], #[g, #[mkFVar v], fs', n])
| ConstantInfo.inductInfo info, _ => do
let (altVarNames, r) processConstructors pat.ref info.numParams #[] info.ctors pat.asAlts
(r, ·) <$> g.cases e.fvarId! altVarNames (useNatCasesAuxOn := true)
(r, ·) <$> g.cases e.fvarId! altVarNames
| _, _ => failK ()
(·.2) <$> subgoals.foldlM (init := (r, a)) fun (r, a) goal, ctorName => do
let rec

View File

@@ -21,12 +21,12 @@ open Meta
throwErrorAt stx[2] "'split' tactic failed, select a single target to split"
if simplifyTarget then
liftMetaTactic fun mvarId => do
let some mvarIds splitTarget? mvarId | Meta.throwTacticEx `split mvarId
let some mvarIds splitTarget? mvarId | Meta.throwTacticEx `split mvarId ""
return mvarIds
else
let fvarId getFVarId hyps[0]!
liftMetaTactic fun mvarId => do
let some mvarIds splitLocalDecl? mvarId fvarId | Meta.throwTacticEx `split mvarId
let some mvarIds splitLocalDecl? mvarId fvarId | Meta.throwTacticEx `split mvarId ""
return mvarIds
| Location.wildcard =>
liftMetaTactic fun mvarId => do
@@ -34,7 +34,7 @@ open Meta
for fvarId in fvarIds do
if let some mvarIds splitLocalDecl? mvarId fvarId then
return mvarIds
let some mvarIds splitTarget? mvarId | Meta.throwTacticEx `split mvarId
let some mvarIds splitTarget? mvarId | Meta.throwTacticEx `split mvarId ""
return mvarIds
end Lean.Elab.Tactic

View File

@@ -261,14 +261,6 @@ def SavedState.restore (s : SavedState) (restoreInfo : Bool := false) : TermElab
unless restoreInfo do
setInfoState infoState
/--
Restores full state including sources for unique identifiers. Only intended for incremental reuse
between elaboration runs, not for backtracking within a single run.
-/
def SavedState.restoreFull (s : SavedState) : TermElabM Unit := do
s.meta.restoreFull
set s.elab
instance : MonadBacktrack SavedState TermElabM where
saveState := Term.saveState
restoreState b := b.restore
@@ -362,8 +354,8 @@ builtin_initialize termElabAttribute : KeyedDeclsAttribute TermElab ← mkTermEl
inductive LVal where
| fieldIdx (ref : Syntax) (i : Nat)
/-- Field `suffix?` is for producing better error messages because `x.y` may be a field access or a hierarchical/composite name.
`ref` is the syntax object representing the field. `fullRef` includes the LHS. -/
| fieldName (ref : Syntax) (name : String) (suffix? : Option Name) (fullRef : Syntax)
`ref` is the syntax object representing the field. `targetStx` is the target object being accessed. -/
| fieldName (ref : Syntax) (name : String) (suffix? : Option Name) (targetStx : Syntax)
def LVal.getRef : LVal Syntax
| .fieldIdx ref _ => ref
@@ -1387,8 +1379,7 @@ where
private partial def elabTermAux (expectedType? : Option Expr) (catchExPostpone : Bool) (implicitLambda : Bool) : Syntax TermElabM Expr
| .missing => mkSyntheticSorryFor expectedType?
| stx => withFreshMacroScope <| withIncRecDepth do
withTraceNode `Elab.step (fun _ => return m!"expected type: {expectedType?}, term\n{stx}")
(tag := stx.getKind.toString) do
withTraceNode `Elab.step (fun _ => return m!"expected type: {expectedType?}, term\n{stx}") do
checkSystem "elaborator"
let env getEnv
let result match ( liftMacroM (expandMacroImpl? env stx)) with
@@ -1418,9 +1409,9 @@ private partial def elabTermAux (expectedType? : Option Expr) (catchExPostpone :
trace[Elab.step.result] result
pure result
/-- Store in the `InfoTree` that `e` is a "dot"-completion target. `stx` should cover the entire term. -/
def addDotCompletionInfo (stx : Syntax) (e : Expr) (expectedType? : Option Expr) : TermElabM Unit := do
addCompletionInfo <| CompletionInfo.dot { expr := e, stx, lctx := ( getLCtx), elaborator := .anonymous, expectedType? } (expectedType? := expectedType?)
/-- Store in the `InfoTree` that `e` is a "dot"-completion target. -/
def addDotCompletionInfo (stx : Syntax) (e : Expr) (expectedType? : Option Expr) (field? : Option Syntax := none) : TermElabM Unit := do
addCompletionInfo <| CompletionInfo.dot { expr := e, stx, lctx := ( getLCtx), elaborator := .anonymous, expectedType? } (field? := field?) (expectedType? := expectedType?)
/--
Main function for elaborating terms.
@@ -1766,7 +1757,6 @@ builtin_initialize
registerTraceClass `Elab.postpone
registerTraceClass `Elab.coe
registerTraceClass `Elab.debug
registerTraceClass `Elab.reuse
export Term (TermElabM)

View File

@@ -114,7 +114,10 @@ unsafe def mkElabAttribute (γ) (attrBuiltinName attrName : Name) (parserNamespa
return kind
onAdded := fun builtin declName => do
if builtin then
declareBuiltinDocStringAndRanges declName
if let some doc findDocString? ( getEnv) declName (includeBuiltin := false) then
declareBuiltin (declName ++ `docString) (mkAppN (mkConst ``addBuiltinDocString) #[toExpr declName, toExpr doc])
if let some declRanges findDeclarationRanges? declName then
declareBuiltin (declName ++ `declRange) (mkAppN (mkConst ``addBuiltinDeclarationRanges) #[toExpr declName, toExpr declRanges])
} attrDeclName
unsafe def mkMacroAttributeUnsafe (ref : Name) : IO (KeyedDeclsAttribute Macro) :=

View File

@@ -6,7 +6,6 @@ Authors: Leonardo de Moura
prelude
import Init.Data.Hashable
import Lean.Data.KVMap
import Lean.Data.SMap
import Lean.Level
namespace Lean
@@ -1390,8 +1389,6 @@ def mkDecIsFalse (pred proof : Expr) :=
abbrev ExprMap (α : Type) := HashMap Expr α
abbrev PersistentExprMap (α : Type) := PHashMap Expr α
abbrev SExprMap (α : Type) := SMap Expr α
abbrev ExprSet := HashSet Expr
abbrev PersistentExprSet := PHashSet Expr
abbrev PExprSet := PersistentExprSet
@@ -2022,46 +2019,17 @@ def mkEM (p : Expr) : Expr := mkApp (mkConst ``Classical.em) p
/-- Return `p ↔ q` -/
def mkIff (p q : Expr) : Expr := mkApp2 (mkConst ``Iff) p q
/-! Constants for Nat typeclasses. -/
namespace Nat
protected def mkType : Expr := mkConst ``Nat
def mkInstAdd : Expr := mkConst ``instAddNat
def mkInstHAdd : Expr := mkApp2 (mkConst ``instHAdd [levelZero]) Nat.mkType mkInstAdd
def mkInstSub : Expr := mkConst ``instSubNat
def mkInstHSub : Expr := mkApp2 (mkConst ``instHSub [levelZero]) Nat.mkType mkInstSub
def mkInstMul : Expr := mkConst ``instMulNat
def mkInstHMul : Expr := mkApp2 (mkConst ``instHMul [levelZero]) Nat.mkType mkInstMul
def mkInstDiv : Expr := mkConst ``Nat.instDiv
def mkInstHDiv : Expr := mkApp2 (mkConst ``instHDiv [levelZero]) Nat.mkType mkInstDiv
def mkInstMod : Expr := mkConst ``Nat.instMod
def mkInstHMod : Expr := mkApp2 (mkConst ``instHMod [levelZero]) Nat.mkType mkInstMod
def mkInstNatPow : Expr := mkConst ``instNatPowNat
def mkInstPow : Expr := mkApp2 (mkConst ``instPowNat [levelZero]) Nat.mkType mkInstNatPow
def mkInstHPow : Expr := mkApp3 (mkConst ``instHPow [levelZero, levelZero]) Nat.mkType Nat.mkType mkInstPow
def mkInstLT : Expr := mkConst ``instLTNat
def mkInstLE : Expr := mkConst ``instLENat
end Nat
private def natAddFn : Expr :=
let nat := mkConst ``Nat
mkApp4 (mkConst ``HAdd.hAdd [0, 0, 0]) nat nat nat Nat.mkInstHAdd
mkApp4 (mkConst ``HAdd.hAdd [0, 0, 0]) nat nat nat (mkApp2 (mkConst ``instHAdd [0]) nat (mkConst ``instAddNat))
private def natSubFn : Expr :=
let nat := mkConst ``Nat
mkApp4 (mkConst ``HSub.hSub [0, 0, 0]) nat nat nat Nat.mkInstHSub
mkApp4 (mkConst ``HSub.hSub [0, 0, 0]) nat nat nat (mkApp2 (mkConst ``instHSub [0]) nat (mkConst ``instSubNat))
private def natMulFn : Expr :=
let nat := mkConst ``Nat
mkApp4 (mkConst ``HMul.hMul [0, 0, 0]) nat nat nat Nat.mkInstHMul
mkApp4 (mkConst ``HMul.hMul [0, 0, 0]) nat nat nat (mkApp2 (mkConst ``instHMul [0]) nat (mkConst ``instMulNat))
/-- Given `a : Nat`, returns `Nat.succ a` -/
def mkNatSucc (a : Expr) : Expr :=
@@ -2080,7 +2048,7 @@ def mkNatMul (a b : Expr) : Expr :=
mkApp2 natMulFn a b
private def natLEPred : Expr :=
mkApp2 (mkConst ``LE.le [0]) (mkConst ``Nat) Nat.mkInstLE
mkApp2 (mkConst ``LE.le [0]) (mkConst ``Nat) (mkConst ``instLENat)
/-- Given `a b : Nat`, return `a ≤ b` -/
def mkNatLE (a b : Expr) : Expr :=

View File

@@ -9,7 +9,6 @@ Authors: Sebastian Ullrich
-/
prelude
import Init.System.Promise
import Lean.Message
import Lean.Parser.Types
@@ -59,26 +58,23 @@ deriving Inhabited
-- cursor position. This may require starting the tasks suspended (e.g. in `Thunk`). The server may
-- also need more dependency information for this in order to avoid priority inversion.
structure SnapshotTask (α : Type) where
/--
Range that is marked as being processed by the server while the task is running. If `none`,
the range of the outer task if some or else the entire file is reported.
-/
range? : Option String.Range
/-- Range that is marked as being processed by the server while the task is running. -/
range : String.Range
/-- Underlying task producing the snapshot. -/
task : Task α
deriving Nonempty
/-- Creates a snapshot task from a reporting range and a `BaseIO` action. -/
def SnapshotTask.ofIO (range? : Option String.Range) (act : BaseIO α) : BaseIO (SnapshotTask α) := do
def SnapshotTask.ofIO (range : String.Range) (act : BaseIO α) : BaseIO (SnapshotTask α) := do
return {
range?
range
task := ( BaseIO.asTask act)
}
/-- Creates a finished snapshot task. -/
def SnapshotTask.pure (a : α) : SnapshotTask α where
-- irrelevant when already finished
range? := none
range := default
task := .pure a
/--
@@ -88,26 +84,23 @@ def SnapshotTask.cancel (t : SnapshotTask α) : BaseIO Unit :=
IO.cancel t.task
/-- Transforms a task's output without changing the reporting range. -/
def SnapshotTask.map (t : SnapshotTask α) (f : α β) (range? : Option String.Range := t.range?)
def SnapshotTask.map (t : SnapshotTask α) (f : α β) (range : String.Range := t.range)
(sync := false) : SnapshotTask β :=
{ range?, task := t.task.map (sync := sync) f }
{ range, task := t.task.map (sync := sync) f }
/--
Chains two snapshot tasks. The range is taken from the first task if not specified; the range of
the second task is discarded. -/
def SnapshotTask.bind (t : SnapshotTask α) (act : α SnapshotTask β)
(range? : Option String.Range := t.range?) (sync := false) : SnapshotTask β :=
{ range?, task := t.task.bind (sync := sync) (act · |>.task) }
(range : String.Range := t.range) (sync := false) : SnapshotTask β :=
{ range, task := t.task.bind (sync := sync) (act · |>.task) }
/--
Chains two snapshot tasks. The range is taken from the first task if not specified; the range of
the second task is discarded. -/
def SnapshotTask.bindIO (t : SnapshotTask α) (act : α BaseIO (SnapshotTask β))
(range? : Option String.Range := t.range?) (sync := false) : BaseIO (SnapshotTask β) :=
return {
range?
task := ( BaseIO.bindTask (sync := sync) t.task fun a => (·.task) <$> (act a))
}
(range : String.Range := t.range) (sync := false) : BaseIO (SnapshotTask β) :=
return { range, task := ( BaseIO.bindTask (sync := sync) t.task fun a => (·.task) <$> (act a)) }
/-- Synchronously waits on the result of the task. -/
def SnapshotTask.get (t : SnapshotTask α) : α :=
@@ -117,40 +110,6 @@ def SnapshotTask.get (t : SnapshotTask α) : α :=
def SnapshotTask.get? (t : SnapshotTask α) : BaseIO (Option α) :=
return if ( IO.hasFinished t.task) then some t.task.get else none
/--
Arbitrary value paired with a syntax that should be inspected when considering the value for reuse.
-/
structure SyntaxGuarded (α : Type) where
/-- Syntax to be inspected for reuse. -/
stx : Syntax
/-- Potentially reusable value. -/
val : α
/--
Pair of (optional) old snapshot task usable for incremental reuse and new snapshot promise for
incremental reporting. Inside the elaborator, we build snapshots by carrying such bundles and then
checking if we can reuse `old?` if set or else redoing the corresponding elaboration step. In either
case, we derive new bundles for nested snapshots, if any, and finally `resolve` `new` to the result.
Note that failing to `resolve` a created promise will block the language server indefinitely!
Corresponding `IO.Promise.new` calls should come with a "definitely resolved in ..." comment
explaining how this is avoided in each case.
In the future, the 1-element history `old?` may be replaced with a global cache indexed by strong
hashes but the promise will still need to be passed through the elaborator.
-/
structure SnapshotBundle (α : Type) where
/--
Snapshot task of corresponding elaboration in previous document version if any, paired with its
old syntax to be considered for reuse. Should be set to `none` as soon as reuse can be ruled out.
-/
old? : Option (SyntaxGuarded (SnapshotTask α))
/--
Promise of snapshot value for the current document. When resolved, the language server will
report its result even before the current elaborator invocation has finished.
-/
new : IO.Promise α
/--
Tree of snapshots where each snapshot comes with an array of asynchronous further subtrees. Used
for asynchronously collecting information about the entirety of snapshots in the language server.
@@ -159,7 +118,7 @@ structure SnapshotBundle (α : Type) where
inductive SnapshotTree where
/-- Creates a snapshot tree node. -/
| mk (element : Snapshot) (children : Array (SnapshotTask SnapshotTree))
deriving Inhabited
deriving Nonempty
/-- The immediately available element of the snapshot tree node. -/
abbrev SnapshotTree.element : SnapshotTree Snapshot
@@ -176,49 +135,6 @@ class ToSnapshotTree (α : Type) where
toSnapshotTree : α SnapshotTree
export ToSnapshotTree (toSnapshotTree)
instance [ToSnapshotTree α] : ToSnapshotTree (Option α) where
toSnapshotTree
| some a => toSnapshotTree a
| none => default
/-- Snapshot type without child nodes. -/
structure SnapshotLeaf extends Snapshot
deriving Nonempty, TypeName
instance : ToSnapshotTree SnapshotLeaf where
toSnapshotTree s := SnapshotTree.mk s.toSnapshot #[]
/-- Arbitrary snapshot type, used for extensibility. -/
structure DynamicSnapshot where
/-- Concrete snapshot value as `Dynamic`. -/
val : Dynamic
/-- Snapshot tree retrieved from `val` before erasure. -/
tree : SnapshotTree
deriving Nonempty
instance : ToSnapshotTree DynamicSnapshot where
toSnapshotTree s := s.tree
/-- Creates a `DynamicSnapshot` from a typed snapshot value. -/
def DynamicSnapshot.ofTyped [TypeName α] [ToSnapshotTree α] (val : α) : DynamicSnapshot where
val := .mk val
tree := ToSnapshotTree.toSnapshotTree val
/-- Returns the original snapshot value if it is of the given type. -/
def DynamicSnapshot.toTyped? (α : Type) [TypeName α] (snap : DynamicSnapshot) :
Option α :=
snap.val.get? α
/--
Runs a tree of snapshots to conclusion, incrementally performing `f` on each snapshot in tree
preorder. -/
@[specialize] partial def SnapshotTree.forM [Monad m] (s : SnapshotTree)
(f : Snapshot m PUnit) : m PUnit := do
match s with
| mk element children =>
f element
children.forM (·.get.forM f)
/--
Option for printing end position of each message in addition to start position. Used for testing
message ranges in the test suite. -/
@@ -226,24 +142,25 @@ register_builtin_option printMessageEndPos : Bool := {
defValue := false, descr := "print end position of each message in addition to start position"
}
/-- Reports messages on stdout. If `json` is true, prints messages as JSON (one per line). -/
def reportMessages (msgLog : MessageLog) (opts : Options) (json := false) : IO Unit := do
if json then
msgLog.forM (·.toJson <&> (·.compress) >>= IO.println)
else
msgLog.forM (·.toString (includeEndPos := printMessageEndPos.get opts) >>= IO.print)
/--
Runs a tree of snapshots to conclusion and incrementally report messages on stdout. Messages are
reported in tree preorder.
This function is used by the cmdline driver; see `Lean.Server.FileWorker.reportSnapshots` for how
the language server reports snapshots asynchronously. -/
def SnapshotTree.runAndReport (s : SnapshotTree) (opts : Options) (json := false) : IO Unit := do
s.forM (reportMessages ·.diagnostics.msgLog opts json)
partial def SnapshotTree.runAndReport (s : SnapshotTree) (opts : Options) : IO Unit := do
s.element.diagnostics.msgLog.forM
(·.toString (includeEndPos := printMessageEndPos.get opts) >>= IO.print)
for t in s.children do
t.get.runAndReport opts
/-- Waits on and returns all snapshots in the tree. -/
def SnapshotTree.getAll (s : SnapshotTree) : Array Snapshot :=
s.forM (m := StateM _) (fun s => modify (·.push s)) |>.run #[] |>.2
partial def SnapshotTree.getAll (s : SnapshotTree) : Array Snapshot :=
go s |>.run #[] |>.2
where
go s : StateM (Array Snapshot) Unit := do
modify (·.push s.element)
for t in s.children do
go t.get
/-- Metadata that does not change during the lifetime of the language processing process. -/
structure ModuleProcessingContext where
@@ -270,7 +187,7 @@ Creates snapshot message log from non-interactive message log, also allocating a
that can be used by the server to memorize interactive diagnostics derived from the log.
-/
def Snapshot.Diagnostics.ofMessageLog (msgLog : Lean.MessageLog) :
BaseIO Snapshot.Diagnostics := do
ProcessingM Snapshot.Diagnostics := do
return { msgLog, interactiveDiagsRef? := some ( IO.mkRef none) }
/-- Creates diagnostics from a single error message that should span the whole file. -/
@@ -296,7 +213,7 @@ end Language
/--
Builds a function for processing a language using incremental snapshots by passing the previous
snapshot to `Language.process` on subsequent invocations. -/
def Language.mkIncrementalProcessor (process : Option InitSnap ProcessingM InitSnap)
partial def Language.mkIncrementalProcessor (process : Option InitSnap ProcessingM InitSnap)
(ctx : ModuleProcessingContext) : BaseIO (Parser.InputContext BaseIO InitSnap) := do
let oldRef IO.mkRef none
return fun ictx => do

View File

@@ -58,51 +58,6 @@ exist currently and likely it could at best be approximated by e.g. "furthest `t
we remain at "go two commands up" at this point.
-/
/-!
# Note [Incremental Command Elaboration]
Because of Lean's use of persistent data structures, incremental reuse of fully elaborated commands
is easy because we can simply snapshot the entire state after each command and then restart
elaboration using the stored state at the point of change. However, incrementality within
elaboration of a single command such as between tactic steps is much harder because we cannot simply
return from those points to the language processor in a way that we can later resume from there.
Instead, we exchange the need for continuations with some limited mutability: by allocating an
`IO.Promise` "cell" in the language processor, we can both pass it to the elaborator to eventually
fill it using `Promise.resolve` as well as convert it to a `Task` that will wait on that resolution
using `Promise.result` and return it as part of the command snapshot created by the language
processor. The elaborator can then create new promises itself and store their `result` when
resolving an outer promise to create an arbitrary tree of promise-backed snapshot tasks. Thus, we
can enable incremental reporting and reuse inside the elaborator using the same snapshot tree data
structures as outside without having to change the elaborator's control flow.
While ideally we would decide what can be reused during command elaboration using strong hashes over
the state and inputs, currently we rely on simpler syntactic checks: if all the syntax inspected up
to a certain point is unchanged, we can assume that the old state can be reused. The central
`SnapshotBundle` type passed inwards through the elaborator for this purpose combines the following
data:
* the `IO.Promise` to be resolved to an elaborator snapshot (whose type depends on the specific
elaborator part we're in, e.g. `)
* if there was a previous run:
* a `SnapshotTask` holding the corresponding snapshot of the run
* the relevant `Syntax` of the previous run to be compared before any reuse
Note that as we do not wait for the previous run to finish before starting to elaborate the next
one, the `SnapshotTask` task may not be finished yet. Indeed, if we do find that we can reuse the
contained state, we will want to explicitly wait for it instead of redoing the work. On the other
hand, the `Syntax` is not surrounded by a task so that we can immediately access it for comparisons,
even if the snapshot task may, eventually, give access to the same syntax tree.
TODO: tactic examples
While it is generally true that we can provide incremental reporting even without reuse, we
generally want to avoid that when it would be confusing/annoying, e.g. when a tactic block is run
multiple times because otherwise the progress bar would snap back and forth multiple times. For this
purpose, we can disable both incremental modes using `Term.withoutTacticIncrementality`, assuming we
opted into incrementality because of other parts of the combinator. `induction` is an example of
this because there are some induction alternatives that are run multiple times, so we disable all of
incrementality for them.
-/
set_option linter.missingDocs true
namespace Lean.Language.Lean
@@ -129,31 +84,34 @@ register_builtin_option showPartialSyntaxErrors : Bool := {
/-! The hierarchy of Lean snapshot types -/
/-- Snapshot after elaboration of the entire command. -/
structure CommandFinishedSnapshot extends Language.Snapshot where
/-- Final state of processing of a command. -/
structure CommandFinishedSnapshot extends Snapshot where
/-- Resulting elaboration state. -/
cmdState : Command.State
deriving Nonempty
instance : ToSnapshotTree CommandFinishedSnapshot where
toSnapshotTree s := s.toSnapshot, #[]
/--
State after processing a command's signature and before executing its tactic body, if any. Other
commands should immediately proceed to `finished`. -/
-- TODO: tactics
structure CommandSignatureProcessedSnapshot extends Snapshot where
/-- State after processing is finished. -/
finishedSnap : SnapshotTask CommandFinishedSnapshot
deriving Nonempty
instance : ToSnapshotTree CommandSignatureProcessedSnapshot where
toSnapshotTree s := s.toSnapshot, #[s.finishedSnap.map (sync := true) toSnapshotTree]
/-- State after a command has been parsed. -/
structure CommandParsedSnapshotData extends Snapshot where
/-- Syntax tree of the command. -/
stx : Syntax
/-- Resulting parser state. -/
parserState : Parser.ModuleParserState
/--
Snapshot for incremental reporting and reuse during elaboration, type dependent on specific
elaborator.
-/
elabSnap : SnapshotTask DynamicSnapshot
/-- State after processing is finished. -/
finishedSnap : SnapshotTask CommandFinishedSnapshot
/-- Cache for `save`; to be replaced with incrementality. -/
tacticCache : IO.Ref Tactic.Cache
/-- Signature processing task. -/
sigSnap : SnapshotTask CommandSignatureProcessedSnapshot
deriving Nonempty
/-- State after a command has been parsed. -/
-- workaround for lack of recursive structures
inductive CommandParsedSnapshot where
@@ -165,23 +123,22 @@ deriving Nonempty
abbrev CommandParsedSnapshot.data : CommandParsedSnapshot CommandParsedSnapshotData
| mk data _ => data
/-- Next command, unless this is a terminal command. -/
-- It would be really nice to not make this depend on `sig.finished` where possible
abbrev CommandParsedSnapshot.next? : CommandParsedSnapshot
Option (SnapshotTask CommandParsedSnapshot)
| mk _ next? => next?
partial instance : ToSnapshotTree CommandParsedSnapshot where
toSnapshotTree := go where
go s := s.data.toSnapshot,
#[s.data.elabSnap.map (sync := true) toSnapshotTree,
s.data.finishedSnap.map (sync := true) toSnapshotTree] |>
#[s.data.sigSnap.map (sync := true) toSnapshotTree] |>
pushOpt (s.next?.map (·.map (sync := true) go))
/-- Cancels all significant computations from this snapshot onwards. -/
partial def CommandParsedSnapshot.cancel (snap : CommandParsedSnapshot) : BaseIO Unit := do
-- This is the only relevant computation right now, everything else is promises
-- TODO: cancel additional elaboration tasks (which will be tricky with `DynamicSnapshot`) if we
-- add them without switching to implicit cancellation
snap.data.finishedSnap.cancel
-- This is the only relevant computation right now
-- TODO: cancel additional elaboration tasks if we add them without switching to implicit
-- cancellation
snap.data.sigSnap.cancel
if let some next := snap.next? then
-- recurse on next command (which may have been spawned just before we cancelled above)
let _ IO.mapTask (sync := true) (·.cancel) next.task
@@ -351,7 +308,7 @@ where
processHeader (stx : Syntax) (parserState : Parser.ModuleParserState) :
LeanProcessingM (SnapshotTask HeaderProcessedSnapshot) := do
let ctx read
SnapshotTask.ofIO (some 0, ctx.input.endPos) <|
SnapshotTask.ofIO 0, ctx.input.endPos <|
ReaderT.run (r := ctx) <| -- re-enter reader in new task
withHeaderExceptions (α := HeaderProcessedSnapshot) ({ · with result? := none }) do
let opts match ( setupImports stx) with
@@ -405,16 +362,16 @@ where
-- is not `Inhabited`
return .pure <| .mk (nextCmdSnap? := none) {
diagnostics := .empty, stx := .missing, parserState
elabSnap := .pure <| .ofTyped { diagnostics := .empty : SnapshotLeaf }
finishedSnap := .pure { diagnostics := .empty, cmdState }
tacticCache := ( IO.mkRef {})
}
sigSnap := .pure {
diagnostics := .empty
finishedSnap := .pure { diagnostics := .empty, cmdState } } }
let unchanged old : BaseIO CommandParsedSnapshot :=
-- when syntax is unchanged, reuse command processing task as is
if let some oldNext := old.next? then
return .mk (data := old.data)
(nextCmdSnap? := ( old.data.finishedSnap.bindIO (sync := true) fun oldFinished =>
(nextCmdSnap? := ( old.data.sigSnap.bindIO (sync := true) fun oldSig =>
oldSig.finishedSnap.bindIO (sync := true) fun oldFinished =>
-- also wait on old command parse snapshot as parsing is cheap and may allow for
-- elaboration reuse
oldNext.bindIO (sync := true) fun oldNext => do
@@ -427,7 +384,7 @@ where
if ( isBeforeEditPos nextCom.data.parserState.pos) then
return .pure ( unchanged old)
SnapshotTask.ofIO (some parserState.pos, ctx.input.endPos) do
SnapshotTask.ofIO parserState.pos, ctx.input.endPos do
let beginPos := parserState.pos
let scope := cmdState.scopes.head!
let pmctx := {
@@ -444,31 +401,21 @@ where
-- on first change, make sure to cancel all further old tasks
old.cancel
-- definitely resolved in `doElab` task
let elabPromise IO.Promise.new
let tacticCache old?.map (·.data.tacticCache) |>.getDM (IO.mkRef {})
let finishedSnap
doElab stx cmdState msgLog.hasErrors beginPos
{ old? := old?.map fun old => old.data.stx, old.data.elabSnap, new := elabPromise }
tacticCache
ctx
let sigSnap processCmdSignature stx cmdState msgLog.hasErrors beginPos ctx
let next? if Parser.isTerminalCommand stx then pure none
-- for now, wait on "command finished" snapshot before parsing next command
else some <$> finishedSnap.bindIO fun finished =>
else some <$> (sigSnap.bind (·.finishedSnap)).bindIO fun finished =>
parseCmd none parserState finished.cmdState ctx
return .mk (nextCmdSnap? := next?) {
diagnostics := ( Snapshot.Diagnostics.ofMessageLog msgLog)
diagnostics := ( Snapshot.Diagnostics.ofMessageLog msgLog ctx.toProcessingContext)
stx
parserState
elabSnap := { range? := finishedSnap.range?, task := elabPromise.result }
finishedSnap
tacticCache
sigSnap
}
doElab (stx : Syntax) (cmdState : Command.State) (hasParseError : Bool) (beginPos : String.Pos)
(snap : SnapshotBundle DynamicSnapshot) (tacticCache : IO.Ref Tactic.Cache) :
LeanProcessingM (SnapshotTask CommandFinishedSnapshot) := do
processCmdSignature (stx : Syntax) (cmdState : Command.State) (hasParseError : Bool)
(beginPos : String.Pos) :
LeanProcessingM (SnapshotTask CommandSignatureProcessedSnapshot) := do
let ctx read
-- signature elaboration task; for now, does full elaboration
@@ -476,26 +423,13 @@ where
SnapshotTask.ofIO (stx.getRange?.getD beginPos, beginPos) do
let scope := cmdState.scopes.head!
let cmdStateRef IO.mkRef { cmdState with messages := .empty }
/-
The same snapshot may be executed by different tasks. So, to make sure `elabCommandTopLevel`
has exclusive access to the cache, we create a fresh reference here. Before this change, the
following `tacticCache.modify` would reset the tactic post cache while another snapshot was
still using it.
-/
let tacticCacheNew IO.mkRef ( tacticCache.get)
let cmdCtx : Elab.Command.Context := { ctx with
cmdPos := beginPos
tacticCache? := some tacticCacheNew
snap? := some snap
}
let cmdCtx : Elab.Command.Context := { ctx with cmdPos := beginPos, tacticCache? := none }
let (output, _)
IO.FS.withIsolatedStreams (isolateStderr := stderrAsMessages.get scope.opts) do
liftM (m := BaseIO) do
Elab.Command.catchExceptions
(getResetInfoTrees *> Elab.Command.elabCommandTopLevel stx)
cmdCtx cmdStateRef
let postNew := ( tacticCacheNew.get).post
tacticCache.modify fun _ => { pre := postNew, post := {} }
let cmdState cmdStateRef.get
let mut messages := cmdState.messages
-- `stx.hasMissing` should imply `hasParseError`, but the latter should be cheaper to check in
@@ -515,12 +449,14 @@ where
data := output
}
let cmdState := { cmdState with messages }
-- definitely resolve eventually
snap.new.resolve <| .ofTyped { diagnostics := .empty : SnapshotLeaf }
return {
diagnostics := ( Snapshot.Diagnostics.ofMessageLog cmdState.messages)
infoTree? := some cmdState.infoState.trees[0]!
cmdState
diagnostics := .empty
finishedSnap := .pure {
diagnostics :=
( Snapshot.Diagnostics.ofMessageLog cmdState.messages ctx.toProcessingContext)
infoTree? := some cmdState.infoState.trees[0]!
cmdState
}
}
/-- Waits for and returns final environment, if importing was successful. -/
@@ -532,6 +468,6 @@ where goCmd snap :=
if let some next := snap.next? then
goCmd next.get
else
snap.data.finishedSnap.get.cmdState.env
snap.data.sigSnap.get.finishedSnap.get.cmdState.env
end Lean

View File

@@ -236,7 +236,7 @@ def checkRegisterSimpAttr : SimpleHandler := mkSimpleHandler "simp attr"
@[builtin_missing_docs_handler «in»]
def handleIn : Handler := fun _ stx => do
if stx[0].getKind == ``«set_option» then
let opts Elab.elabSetOption stx[0][1] stx[0][3]
let opts Elab.elabSetOption stx[0][1] stx[0][2]
withScope (fun scope => { scope with opts }) do
missingDocs.run stx[2]
else

View File

@@ -255,10 +255,6 @@ builtin_initialize addBuiltinUnusedVariablesIgnoreFn (fun _ stack opts =>
(stx.isOfKind ``Lean.Parser.Term.matchAlt && pos == 1) ||
(stx.isOfKind ``Lean.Parser.Tactic.inductionAltLHS && pos == 2))
/-- `#guard_msgs in cmd` itself runs linters in `cmd` (via `elabCommandTopLevel`), so do not run them again. -/
builtin_initialize addBuiltinUnusedVariablesIgnoreFn (fun _ stack _ =>
stack.any fun (stx, _) => stx.isOfKind ``Lean.guardMsgsCmd)
/-- Get the current list of `IgnoreFunction`s. -/
def getUnusedVariablesIgnoreFns : CommandElabM (Array IgnoreFunction) := do
return (unusedVariablesIgnoreFnsExt.getState ( getEnv)).2

View File

@@ -14,8 +14,7 @@ open Lean.Elab
def logLint [Monad m] [MonadLog m] [AddMessageContext m] [MonadOptions m]
(linterOption : Lean.Option Bool) (stx : Syntax) (msg : MessageData) : m Unit :=
let disable := m!"note: this linter can be disabled with `set_option {linterOption.name} false`"
logWarningAt stx (.tagged linterOption.name m!"{msg}\n{disable}")
logWarningAt stx (.tagged linterOption.name m!"{msg} [{linterOption.name}]")
/-- If `linterOption` is true, print a linter warning message at the position determined by `stx`.
-/

View File

@@ -23,7 +23,7 @@ def mkErrorStringWithPos (fileName : String) (pos : Position) (msg : String) (en
inductive MessageSeverity where
| information | warning | error
deriving Inhabited, BEq, ToJson, FromJson
deriving Inhabited, BEq
structure MessageDataContext where
env : Environment
@@ -46,18 +46,6 @@ structure PPFormat where
/-- Searches for synthetic sorries in original input. Used to filter out certain messages. -/
hasSyntheticSorry : MetavarContext Bool := fun _ => false
structure TraceData where
/-- Trace class, e.g. `Elab.step`. -/
cls : Name
/-- Start time in seconds; 0 if unknown to avoid `Option` allocation. -/
startTime : Float := 0
/-- Stop time in seconds; 0 if unknown to avoid `Option` allocation. -/
stopTime : Float := startTime
/-- Whether trace node defaults to collapsed in the infoview. -/
collapsed : Bool := true
/-- Optional tag shown in `trace.profiler.output` output after the trace class name. -/
tag : String := ""
/-- Structured message data. We use it for reporting errors, trace messages, etc. -/
inductive MessageData where
/-- Eagerly formatted text. We inspect this in various hacks, so it is not immediately subsumed by `ofPPFormat`. -/
@@ -77,11 +65,22 @@ inductive MessageData where
/-- Tagged sections. `Name` should be viewed as a "kind", and is used by `MessageData` inspector functions.
Example: an inspector that tries to find "definitional equality failures" may look for the tag "DefEqFailure". -/
| tagged : Name MessageData MessageData
| trace (data : TraceData) (msg : MessageData) (children : Array MessageData)
| trace (cls : Name) (msg : MessageData) (children : Array MessageData) (collapsed : Bool)
deriving Inhabited
namespace MessageData
/-- Determines whether the message contains any content. -/
def isEmpty : MessageData Bool
| ofFormat f => f.isEmpty
| withContext _ m => m.isEmpty
| withNamingContext _ m => m.isEmpty
| nest _ m => m.isEmpty
| group m => m.isEmpty
| compose m₁ m₂ => m₁.isEmpty && m₂.isEmpty
| tagged _ m => m.isEmpty
| _ => false
variable (p : Name Bool) in
/-- Returns true when the message contains a `MessageData.tagged tag ..` constructor where `p tag` is true. -/
partial def hasTag : MessageData Bool
@@ -91,7 +90,7 @@ partial def hasTag : MessageData → Bool
| group msg => hasTag msg
| compose msg₁ msg₂ => hasTag msg₁ || hasTag msg₂
| tagged n msg => p n || hasTag msg
| trace data msg msgs => p data.cls || hasTag msg || msgs.any hasTag
| trace cls msg msgs _ => p cls || hasTag msg || msgs.any hasTag
| _ => false
/-- An empty message. -/
@@ -134,7 +133,7 @@ where
| group msg => visit mctx? msg
| compose msg₁ msg₂ => visit mctx? msg₁ || visit mctx? msg₂
| tagged _ msg => visit mctx? msg
| trace _ msg msgs => visit mctx? msg || msgs.any (visit mctx?)
| trace _ msg msgs _ => visit mctx? msg || msgs.any (visit mctx?)
| _ => false
partial def formatAux : NamingContext Option MessageDataContext MessageData IO Format
@@ -148,11 +147,8 @@ partial def formatAux : NamingContext → Option MessageDataContext → MessageD
| nCtx, ctx, nest n d => Format.nest n <$> formatAux nCtx ctx d
| nCtx, ctx, compose d₁ d₂ => return ( formatAux nCtx ctx d₁) ++ ( formatAux nCtx ctx d₂)
| nCtx, ctx, group d => Format.group <$> formatAux nCtx ctx d
| nCtx, ctx, trace data header children => do
let mut msg := f!"[{data.cls}]"
if data.startTime != 0 then
msg := f!"{msg} [{data.stopTime - data.startTime}]"
msg := f!"{msg} {(← formatAux nCtx ctx header).nest 2}"
| nCtx, ctx, trace cls header children _ => do
let msg := f!"[{cls}] {(← formatAux nCtx ctx header).nest 2}"
let children children.mapM (formatAux nCtx ctx)
return .nest 2 (.joinSep (msg::children.toList) "\n")
@@ -209,15 +205,9 @@ instance : Coe (List Expr) MessageData := ⟨fun es => ofList <| es.map ofExpr
end MessageData
/--
A `BaseMessage` is a richly formatted piece of information emitted by Lean.
They are rendered by client editors in the infoview and in diagnostic windows.
There are two varieties in the Lean core:
* `Message`: Uses structured, effectful `MessageData` for formatting content.
* `SerialMessage`: Stores pure `String` data. Obtained by running the effectful
`Message.serialize`.
-/
structure BaseMessage (α : Type u) where
/-- A `Message` is a richly formatted piece of information emitted by Lean.
They are rendered by client editors in the infoview and in diagnostic windows. -/
structure Message where
fileName : String
pos : Position
endPos : Option Position := none
@@ -226,53 +216,24 @@ structure BaseMessage (α : Type u) where
severity : MessageSeverity := MessageSeverity.error
caption : String := ""
/-- The content of the message. -/
data : α
deriving Inhabited, ToJson, FromJson
data : MessageData
deriving Inhabited
/-- A `Message` is a richly formatted piece of information emitted by Lean.
They are rendered by client editors in the infoview and in diagnostic windows. -/
abbrev Message := BaseMessage MessageData
namespace Message
/-- A `SerialMessage` is a `Message` whose `MessageData` has been eagerly
serialized and is thus appropriate for use in pure contexts where the effectful
`MessageData.toString` cannot be used. -/
abbrev SerialMessage := BaseMessage String
namespace SerialMessage
@[inline] def toMessage (msg : SerialMessage) : Message :=
{msg with data := msg.data}
protected def toString (msg : SerialMessage) (includeEndPos := false) : String := Id.run do
let mut str := msg.data
protected def toString (msg : Message) (includeEndPos := false) : IO String := do
let mut str msg.data.toString
let endPos := if includeEndPos then msg.endPos else none
unless msg.caption == "" do
str := msg.caption ++ ":\n" ++ str
match msg.severity with
| .information => pure ()
| .warning => str := mkErrorStringWithPos msg.fileName msg.pos (endPos := endPos) "warning: " ++ str
| .error => str := mkErrorStringWithPos msg.fileName msg.pos (endPos := endPos) "error: " ++ str
| MessageSeverity.information => pure ()
| MessageSeverity.warning => str := mkErrorStringWithPos msg.fileName msg.pos (endPos := endPos) "warning: " ++ str
| MessageSeverity.error => str := mkErrorStringWithPos msg.fileName msg.pos (endPos := endPos) "error: " ++ str
if str.isEmpty || str.back != '\n' then
str := str ++ "\n"
return str
instance : ToString SerialMessage := SerialMessage.toString
end SerialMessage
namespace Message
@[inline] def serialize (msg : Message) : IO SerialMessage := do
return {msg with data := msg.data.toString}
protected def toString (msg : Message) (includeEndPos := false) : IO String := do
-- Remark: The inline here avoids a new message allocation when `msg` is shared
return inline <| ( msg.serialize).toString includeEndPos
protected def toJson (msg : Message) : IO Json := do
-- Remark: The inline here avoids a new message allocation when `msg` is shared
return inline <| toJson ( msg.serialize)
end Message
/-- A persistent array of messages. -/

View File

@@ -50,7 +50,7 @@ mutual
- We ignore metadata.
- We ignore universe parameterst at constants.
-/
partial def main (a b : Expr) (mode : ReduceMode := .none) : MetaM Bool := do
unsafe def main (a b : Expr) (mode : ReduceMode := .none) : MetaM Bool :=
lt a b
where
reduce (e : Expr) : MetaM Expr := do
@@ -66,9 +66,7 @@ where
| .none => return e
lt (a b : Expr) : MetaM Bool := do
if a == b then
-- We used to have an "optimization" using only pointer equality.
-- This was a bad idea, `==` is often much cheaper than `acLt`.
if ptrAddrUnsafe a == ptrAddrUnsafe b then
return false
-- We ignore metadata
else if a.isMData then
@@ -86,16 +84,6 @@ where
else
lt a₂ b₂
getParamsInfo (f : Expr) (numArgs : Nat) : MetaM (Array ParamInfo) := do
-- Ensure `f` does not have loose bound variables. This may happen in
-- since we go inside binders without extending the local context.
-- See `lexSameCtor` and `allChildrenLt`
-- See issue #3705.
if f.hasLooseBVars then
return #[]
else
return ( getFunInfoNArgs f numArgs).paramInfo
ltApp (a b : Expr) : MetaM Bool := do
let aFn := a.getAppFn
let bFn := b.getAppFn
@@ -111,7 +99,7 @@ where
else if aArgs.size > bArgs.size then
return false
else
let infos getParamsInfo aFn aArgs.size
let infos := ( getFunInfoNArgs aFn aArgs.size).paramInfo
for i in [:infos.size] do
-- We ignore instance implicit arguments during comparison
if !infos[i]!.isInstImplicit then
@@ -149,7 +137,7 @@ where
| .proj _ _ e .. => lt e b
| .app .. =>
a.withApp fun f args => do
let infos getParamsInfo f args.size
let infos := ( getFunInfoNArgs f args.size).paramInfo
for i in [:infos.size] do
-- We ignore instance implicit arguments during comparison
if !infos[i]!.isInstImplicit then
@@ -188,8 +176,7 @@ end
end ACLt
@[inherit_doc ACLt.main]
def acLt (a b : Expr) (mode : ACLt.ReduceMode := .none) : MetaM Bool :=
ACLt.main a b mode
@[implemented_by ACLt.main, inherit_doc ACLt.main]
opaque Expr.acLt : Expr Expr (mode : ACLt.ReduceMode := .none) MetaM Bool
end Lean.Meta

View File

@@ -164,7 +164,7 @@ def mkHEqTrans (h₁ h₂ : Expr) : MetaM Expr := do
| none, _ => throwAppBuilderException ``HEq.trans ("heterogeneous equality proof expected" ++ hasTypeMsg h₁ hType₁)
| _, none => throwAppBuilderException ``HEq.trans ("heterogeneous equality proof expected" ++ hasTypeMsg h₂ hType₂)
/-- Given `h : HEq a b` where `a` and `b` have the same type, returns a proof of `Eq a b`. -/
/-- Given `h : Eq a b`, returns a proof of `HEq a b`. -/
def mkEqOfHEq (h : Expr) : MetaM Expr := do
let hType infer h
match hType.heq? with
@@ -174,7 +174,7 @@ def mkEqOfHEq (h : Expr) : MetaM Expr := do
let u getLevel α
return mkApp4 (mkConst ``eq_of_heq [u]) α a b h
| _ =>
throwAppBuilderException ``eq_of_heq m!"heterogeneous equality proof expected{indentExpr h}"
throwAppBuilderException ``HEq.trans m!"heterogeneous equality proof expected{indentExpr h}"
/--
If `e` is `@Eq.refl α a`, return `a`.
@@ -189,7 +189,7 @@ def isRefl? (e : Expr) : Option Expr := do
If `e` is `@congrArg α β a b f h`, return `α`, `f` and `h`.
Also works if `e` can be turned into such an application (e.g. `congrFun`).
-/
def congrArg? (e : Expr) : MetaM (Option (Expr × Expr × Expr)) := do
def congrArg? (e : Expr) : MetaM (Option (Expr × Expr × Expr )) := do
if e.isAppOfArity ``congrArg 6 then
let #[α, _β, _a, _b, f, h] := e.getAppArgs | unreachable!
return some (α, f, h)

View File

@@ -301,44 +301,6 @@ structure Context where
Note that we do not cache results at `whnf` when `canUnfold?` is not `none`. -/
canUnfold? : Option (Config ConstantInfo CoreM Bool) := none
/--
The `MetaM` monad is a core component of Lean's metaprogramming framework, facilitating the
construction and manipulation of expressions (`Lean.Expr`) within Lean.
It builds on top of `CoreM` and additionally provides:
- A `LocalContext` for managing free variables.
- A `MetavarContext` for managing metavariables.
- A `Cache` for caching results of the key `MetaM` operations.
The key operations provided by `MetaM` are:
- `inferType`, which attempts to automatically infer the type of a given expression.
- `whnf`, which reduces an expression to the point where the outermost part is no longer reducible
but the inside may still contain unreduced expression.
- `isDefEq`, which determines whether two expressions are definitionally equal, possibly assigning
meta variables in the process.
- `forallTelescope` and `lambdaTelescope`, which make it possible to automatically move into
(nested) binders while updating the local context.
The following is a small example that demonstrates how to obtain and manipulate the type of a
`Fin` expression:
```
import Lean
open Lean Meta
def getFinBound (e : Expr) : MetaM (Option Expr) := do
let type ← whnf (← inferType e)
let_expr Fin bound := type | return none
return bound
def a : Fin 100 := 42
run_meta
match ← getFinBound (.const ``a []) with
| some limit => IO.println (← ppExpr limit)
| none => IO.println "no limit found"
```
-/
abbrev MetaM := ReaderT Context $ StateRefT State CoreM
-- Make the compiler generate specialized `pure`/`bind` so we do not have to optimize through the
@@ -371,14 +333,6 @@ def SavedState.restore (b : SavedState) : MetaM Unit := do
Core.restore b.core
modify fun s => { s with mctx := b.meta.mctx, zetaDeltaFVarIds := b.meta.zetaDeltaFVarIds, postponed := b.meta.postponed }
/--
Restores full state including sources for unique identifiers. Only intended for incremental reuse
between elaboration runs, not for backtracking within a single run.
-/
def SavedState.restoreFull (b : SavedState) : MetaM Unit := do
Core.restoreFull b.core
set b.meta
instance : MonadBacktrack SavedState MetaM where
saveState := Meta.saveState
restoreState s := s.restore

View File

@@ -82,10 +82,8 @@ private partial def mkKey (e : Expr) : CanonM Key := do
return key
else
let key match e with
| .sort .. | .fvar .. | .bvar .. | .lit .. =>
| .sort .. | .fvar .. | .bvar .. | .const .. | .lit .. =>
pure { e := ( shareCommon e) }
| .const n _ =>
pure { e := ( shareCommon (.const n [])) }
| .mvar .. =>
-- We instantiate assigned metavariables because the
-- pretty-printer also instantiates them.
@@ -94,7 +92,7 @@ private partial def mkKey (e : Expr) : CanonM Key := do
else mkKey eNew
| .mdata _ a => mkKey a
| .app .. =>
let f := e.getAppFn
let f := ( mkKey e.getAppFn).e
if f.isMVar then
let eNew instantiateMVars e
unless eNew == e do
@@ -109,8 +107,7 @@ private partial def mkKey (e : Expr) : CanonM Key := do
pure (mkSort 0) -- some dummy value for erasing implicit
else
pure ( mkKey arg).e
let f' := ( mkKey f).e
pure { e := ( shareCommon (mkAppN f' args)) }
pure { e := ( shareCommon (mkAppN f args)) }
| .lam n t b i =>
pure { e := ( shareCommon (.lam n ( mkKey t).e ( mkKey b).e i)) }
| .forallE n t b i =>

View File

@@ -1173,35 +1173,6 @@ private def isDefEqLeftRight (fn : Name) (t s : Expr) : MetaM LBool := do
trace[Meta.isDefEq.delta.unfoldLeftRight] fn
toLBoolM <| Meta.isExprDefEqAux t s
/-- Helper predicate for `tryHeuristic`. -/
private def isNonTrivialRegular (info : DefinitionVal) : MetaM Bool := do
match info.hints with
| .regular d =>
if ( isProjectionFn info.name) then
-- All projections are considered trivial
return false
if d > 2 then
-- If definition depth is greater than 2, we claim it is not a trivial definition
return true
-- After consuming the lambda expressions, we consider a regular definition non-trivial if it is not "simple".
-- Where simple is a bvar/lit/sort/proj or a single application where all arguments are bvar/lit/sort/proj.
let val := consumeDefnPreamble info.value
return !isSimple val (allowApp := true)
| _ => return false
where
consumeDefnPreamble (e : Expr) : Expr :=
match e with
| .mdata _ e => consumeDefnPreamble e
| .lam _ _ b _ => consumeDefnPreamble b
| _ => e
isSimple (e : Expr) (allowApp : Bool) : Bool :=
match e with
| .bvar .. | .sort .. | .lit .. | .fvar .. | .mvar .. => true
| .app f a => isSimple a false && isSimple f allowApp
| .proj _ _ b => isSimple b false
| .mdata _ b => isSimple b allowApp
| .lam .. | .letE .. | .forallE .. | .const .. => false
/-- Try to solve `f a₁ ... aₙ =?= f b₁ ... bₙ` by solving `a₁ =?= b₁, ..., aₙ =?= bₙ`.
Auxiliary method for isDefEqDelta -/
@@ -1210,32 +1181,19 @@ private def tryHeuristic (t s : Expr) : MetaM Bool := do
let mut s := s
let tFn := t.getAppFn
let sFn := s.getAppFn
-- If `f` (i.e., `tFn`) is not a definition, we do not apply the heuristic.
let .defnInfo info getConstInfo tFn.constName! | return false
/-
We apply the heuristic in the following cases:
1- `f` is a non-trivial regular definition (see predicate `isNonTrivialRegular`)
2- `f` is `match` application.
3- `t` or `s` contain meta-variables.
let info getConstInfo tFn.constName!
/- We only use the heuristic when `f` is a regular definition or an auxiliary `match` application.
That is, it is not marked an abbreviation (e.g., a user-facing projection) or as opaque (e.g., proof).
We check whether terms contain metavariables to make sure we can solve constraints such
as `S.proj ?x =?= S.proj t` without performing delta-reduction.
That is, we are assuming the heuristic implemented by this method is seldom effective
when `t` and `s` do not have metavariables, are not structurally equal, and `f` is an abbreviation.
On the other hand, by unfolding `f`, we often produce smaller terms.
The third case is important to make sure we can solve constraints such as
`S.proj ?x =?= S.proj t` without performing delta-reduction.
When the conditions 1&2&3 do not hold, we are assuming the heuristic implemented by this method is seldom effective
when `f` is not simple, `t` and `s` do not have metavariables, are not structurally equal.
Recall that auxiliary `match` definitions are marked as abbreviations, but we must use the heuristic on
them since they will not be unfolded when smartUnfolding is turned on. The abbreviation annotation in this
case is used to help the kernel type checker.
The `isNonTrivialRegular` predicate is also useful to avoid applying the heuristic to very simple definitions that
have not been marked as abbreviations by the user. Example:
```
protected def Mem (a : α) (s : Set α) : Prop := s a
```
at test 3807.lean
-/
unless ( isNonTrivialRegular info) || isMatcherCore ( getEnv) tFn.constName! do
Recall that auxiliary `match` definitions are marked as abbreviations, but we must use the heuristic on
them since they will not be unfolded when smartUnfolding is turned on. The abbreviation annotation in this
case is used to help the kernel type checker. -/
unless info.hints.isRegular || isMatcherCore ( getEnv) tFn.constName! do
unless t.hasExprMVar || s.hasExprMVar do
return false
withTraceNodeBefore `Meta.isDefEq.delta (return m!"{t} =?= {s}") do
@@ -1731,72 +1689,8 @@ private def isDefEqOnFailure (t s : Expr) : MetaM Bool := do
unstuckMVar s (fun s => Meta.isExprDefEqAux t s) <|
tryUnificationHints t s <||> tryUnificationHints s t
/--
Result type for `isDefEqDelta`
-/
inductive DeltaStepResult where
| eq | unknown
| cont (t s : Expr)
| diff (t s : Expr)
/--
Perform one step of lazy delta reduction. This function decides whether to perform delta-reduction on `t`, `s`, or both.
It is currently used to solve contraints of the form `(f a).i =?= (g a).i` where `i` is a numeral at `isDefEqProjDelta`.
It is also a simpler version of `isDefEqDelta`. In the future, we may decide to combine these two functions like we do
in the kernel.
-/
private def isDefEqDeltaStep (t s : Expr) : MetaM DeltaStepResult := do
let tInfo? isDeltaCandidate? t
let sInfo? isDeltaCandidate? s
match tInfo?, sInfo? with
| none, none => return .unknown
| some _, none => unfold t (return .unknown) (k · s)
| none, some _ => unfold s (return .unknown) (k t ·)
| some tInfo, some sInfo =>
match compare tInfo.hints sInfo.hints with
| .lt => unfold t (return .unknown) (k · s)
| .gt => unfold s (return .unknown) (k t ·)
| .eq =>
unfold t
(unfold s (return .unknown) (k t ·))
(fun t => unfold s (k t s) (k t ·))
where
k (t s : Expr) : MetaM DeltaStepResult := do
let t whnfCore t
let s whnfCore s
match ( isDefEqQuick t s) with
| .true => return .eq
| .false => return .diff t s
| .undef => return .cont t s
/--
Helper function for solving contraints of the form `t.i =?= s.i`.
-/
private partial def isDefEqProjDelta (t s : Expr) (i : Nat) : MetaM Bool := do
let t whnfCore t
let s whnfCore s
match ( isDefEqQuick t s) with
| .true => return true
| .false | .undef => loop t s
where
loop (t s : Expr) : MetaM Bool := do
match ( isDefEqDeltaStep t s) with
| .cont t s => loop t s
| .eq => return true
| .unknown => tryReduceProjs t s
| .diff t s => tryReduceProjs t s
tryReduceProjs (t s : Expr) : MetaM Bool := do
match ( projectCore? t i), ( projectCore? s i) with
| some t, some s => Meta.isExprDefEqAux t s
| _, _ => Meta.isExprDefEqAux t s
private def isDefEqProj : Expr Expr MetaM Bool
| .proj m i t, .proj n j s =>
if i == j && m == n then
isDefEqProjDelta t s i
else
return false
| .proj m i t, .proj n j s => pure (i == j && m == n) <&&> Meta.isExprDefEqAux t s
| .proj structName 0 s, v => isDefEqSingleton structName s v
| v, .proj structName 0 s => isDefEqSingleton structName s v
| _, _ => pure false

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