This PR adds iterators and slices for `DTreeMap`/`TreeMap`/`TreeSet`
based on zippers and provides basic lemmas about them.
---------
Co-authored-by: Markus Himmel <markus@himmel-villmar.de>
This PR aims to bring the performance of `String.ValidPos` closer to
that of `String.Pos.Raw` by adding/correcting `extern` annotations as
needed.
This is in response to a regression observed after #11127. The changes
to the `String` `Parsec` module lead to different compiler behavior for
functions like `strCore` and `natCore`. The new IR *looks* better than
the old IR, but the
[numbers](1e438647ba)
are a bit mixed.
This PR removes all uses of `String.Iterator` from core, preferring
`String.ValidPos` instead.
In an upcoming PR, `String.Iterator` will be renamed to
`String.Legacy.Iterator`.
This PR adds support for `try?` to use induction; it will only perform
induction on inductive types defined in the current namespace and/or
module; so in particular for now it will not induct on built-in
inductives such as `Nat` or `List`.
This is stacked on top of #11132, and there are overlapping changes.
<!-- CURSOR_SUMMARY -->
---
> [!NOTE]
> Adds vanilla induction suggestions to `try?`, updates collection of
inductive candidates, and tests the new behavior on custom inductive
types.
>
> - **Try tactic pipeline**:
> - Add vanilla induction generators (`mkIndStx`, `mkAllIndStx`) that
try `induction <var> <;> …`, with fallback via `expose_names` when
needed.
> - Integrate induction into `mkTryEvalSuggestStx`, alongside existing
atomic, suggestions, and function-induction options.
> - **Collector updates (`Try/Collect.lean`)**:
> - Enhance `checkInductive` to `whnf` the type and use `getAppFn` to
detect inductive heads, populating `indCandidates`.
> - **Tests**:
> - New `tests/lean/run/try_induction.lean` covering suggestions for
`induction` on custom inductives, interaction with `grind`, and
coexistence with `fun_induction`.
>
> <sup>Written by [Cursor
Bugbot](https://cursor.com/dashboard?tab=bugbot) for commit
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<!-- /CURSOR_SUMMARY -->
---------
Co-authored-by: Claude <noreply@anthropic.com>
This PR adds a `csimp` lemma for faster runtime evaluation of `Int.pow`
in terms of `Nat.pow`.
<!-- CURSOR_SUMMARY -->
---
> [!NOTE]
> Replaces `Int.pow` evaluation with a `@[csimp]` lemma using `Nat.pow`
and adds supporting lemmas (`pow_mul`, `neg_pow`, nonneg results).
>
> - **Performance/runtime**:
> - Introduce `powImp` and `@[csimp]` theorem `pow_eq_powImp` to
evaluate `Int.pow` via `Nat.pow` with sign handling.
> - **Math lemmas (supporting)**:
> - `Int.pow_mul`: `a ^ (n * m) = (a ^ n) ^ m`.
> - `Int.sq_nonnneg`: nonnegativity of `m ^ 2`.
> - `Int.pow_nonneg_of_even`: nonnegativity for even exponents.
> - `Int.neg_pow`: `(-m)^n = (-1)^(n % 2) * m^n`.
>
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<!-- /CURSOR_SUMMARY -->
This PR adds support for `grind +suggestions` and `simp_all?
+suggestions` in `try?`. It outputs `grind only [X, Y, Z]` or `simp_all
only [X, Y, Z]` suggestions (rather than just `+suggestions`).
Co-authored-by: Claude <noreply@anthropic.com>
This PR adds a missing lemma for the `List` API.
<!-- CURSOR_SUMMARY -->
---
> [!NOTE]
> Add `[simp]` lemma `List.mem_finRange` proving any `x : Fin n` is in
`finRange n`.
>
> <sup>Written by [Cursor
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<!-- /CURSOR_SUMMARY -->
---------
Co-authored-by: Markus Himmel <markus@lean-fro.org>
Co-authored-by: Kim Morrison <477956+kim-em@users.noreply.github.com>
This PR fixes disequality propagation for constructor applications in
`grind`. The equivalence class representatives may be distinct
constructor applications, but we must ensure they have the same type.
Examples that were panic'ing before this PR:
```lean
example (a b : List Nat)
: a ≍ ([] : List Int) → b ≍ ([1] : List Int) → a = b ∨ p → p := by
grind
example (a b : List Nat)
: a = [] → a ≍ ([] : List Int) → b = [1] → a = b ∨ p → p := by
grind
example (a b : List Nat)
: a = [] → a ≍ ([] : List Int) → b = [1] → b ≍ [(1 : Int)] → a = b ∨ p → p := by
grind
example (a b : List Nat)
: a = [] → b = [1] → a = b ∨ p → p := by
grind
example (a b : List Nat)
: a = [] → a ≍ ([] : List Int) → b = [1] → a = b ∨ p → p := by
grind
```
Closes#11124
This PR fixes a typo in the doc string of `List.finIdxOf?`. The first
line of the doc string previously says the function returns the size of
the list if no element equal to `a`, but both the examples in the doc
string and real run-time behavior indicate it returns `none` in this
case.
Closes#11110
This PR fixes a problem for structures with diamond inheritance: rather
than copying doc-strings (which are not available unless `.server.olean`
is loaded), we link to them. Adds tests.
This PR adds `Job.sync` as a standard way of declaring a synchronous
job.
It makes some non-behavior changes to related Job APIs to improve
compilation.
This PR lets the match compilation procedure use sparse case analysis
when the patterns only match on some but not all constructors of an
inductive type. This way, less code is produce. Before, code handling
each of the other cases was then optimized and commoned-up by later
compilation pipeline, but that is wasteful to do.
In some cases this will prevent Lean from noticing that a match
statement is complete
because it performs less case-splitting for the unreachable case. In
this case, give explicit
patterns to perform the deeper split with `by contradiction` as the
right-hand side.
At least temporarily, there is also the option to disable this behaviour
with
```
set_option backwards.match.sparseCases false
```
This PR removes the `verifyEnum` functions from the bv_decide frontend.
These functions looked at the implementation of matchers to see if they
really do the matching that they claim to do. This breaks that
abstraction barrier, and should not be necessary, as only functions with
a `MatcherInfo` env entry are considered here, which should all play
nicely.
This PR adds `theorem Int.ediv_pow {a b : Int} {n : Nat} (hab : b ∣ a) :
(a / b) ^ n = a ^ n / b ^ n` and related lemmas.
---------
Co-authored-by: Bhavik Mehta <bhavikmehta8@gmail.com>
This PR adds “sparse casesOn” constructions. They are similar to
`.casesOn`, but have arms only for some constructors and a catch-all
(providing `t.ctorIdx ≠ 42` assumptions). The compiler has native
support for these constructors and now (because of the similarity) also
the per-constructor elimination principles.
This PR ensures that the `denote` functions used to implement
proof-by-reflection terms in `grind` are abbreviations. This change
eliminates the need for the `withAbstractAtoms` gadget.
This PR fixes a panic during equality propagation in the `grind ring`
module. If the maximum number of steps has been reached, the polynomials
may not be fully simplified.
Closes#11073
