This PR puts the `bv_normalize` simp set into simp_nf and splits up the
bv_normalize implementation across multiple files in preparation for
upcoming changes.
This PR updates the release checklist script to:
* validate the `releases/v4.X.0` branch
* check that the release has been tagged
* appears on the releases list
* and has release notes (and if not, prompts to run the script
* and when checking downstream repositories, if something is not tagged
properly, suggests the script to run to push the missing tag.
This PR replaces the existing implementations of `(D)HashMap.alter` and
`(D)HashMap.modify` with primitive, more efficient ones and in
particular provides proofs that they yield well-formed hash maps (`WF`
typeclass).
---------
Co-authored-by: Paul Reichert <6992158+datokrat@users.noreply.github.com>
This PR improves the failure message produced by the `grind` tactic. We
now include information about asserted facts, propositions that are
known to be true and false, and equivalence classes.
This PR removes functions from compiling decls from Environment, and
moves all users to functions on CoreM. This is required for supporting
the new code generator, since its implementation uses CoreM.
This PR implements a basic async framework as well as asynchronously
running timers using libuv.
---------
Co-authored-by: Sofia Rodrigues <sofia@algebraic.dev>
Co-authored-by: Markus Himmel <markus@himmel-villmar.de>
Co-authored-by: Markus Himmel <markus@lean-fro.org>
This PR adds the Lean CLI option `--src-deps` which parallels `--deps`.
It parses the Lean code's header and prints out the paths to the
(transitively) imported modules' source files (deduced from
`LEAN_SRC_PATH`).
This PR adds lemmas describing the behavior of `UIntX.toBitVec` on
`UIntX` operations.
I did not define them for the `IntX` half yet as that lemma file is non
existent so far and we can start working on `UIntX` in `bv_decide` with
this, then add `IntX` when we grow the `IntX` API.
This PR fixes the `Repr` instance of the `Timestamp` type and changes
the `PlainTime` type so that it always represents a clock time that may
be a leap second.
- Fix timestamp `Repr`.
- The `PlainTime` type now always represents a clock time that may be a
leap second.
- Changed `readlink -f` to `IO.FS.realPath`
---------
Co-authored-by: Mac Malone <tydeu@hatpress.net>
Co-authored-by: Markus Himmel <markus@himmel-villmar.de>
This PR implements exhaustive offset constraint propagation in the
`grind` tactic. This enhancement minimizes the number of case splits
performed by `grind`. For instance, it can solve the following example
without performing any case splits:
```lean
example (p q r s : Prop) (a b : Nat) : (a + 1 ≤ c ↔ p) → (a + 2 ≤ c ↔ s) → (a ≤ c ↔ q) → (a ≤ c + 4 ↔ r) → a ≤ b → b + 2 ≤ c → p ∧ q ∧ r ∧ s := by
grind (splits := 0)
```
TODO: support for equational offset constraints.
This PR updates the commit conventions documentation to describe the new
changelog conventions, and adds brief documentation of integrated
Mathlib CI, with a link for further explanation.
Tests using `logInfo` were taking an additional two seconds on my
machine. This is a performance issue with the old code generator, where
we spend all this time specializing the logging functions for `GoalM`. I
have not checked whether the new code generator is also affected by this
performance issue.
Here is a small example that exposes the issue:
```lean
import Lean
set_option profiler true
open Lean Meta Grind in
def test (e : Expr): GoalM Unit := do
logInfo e
```
cc @zwarich
This PR implements support for offset constraints in the `grind` tactic.
Several features are still missing, such as constraint propagation and
support for offset equalities, but `grind` can already solve examples
like the following:
```lean
example (a b c : Nat) : a ≤ b → b + 2 ≤ c → a + 1 ≤ c := by
grind
example (a b c : Nat) : a ≤ b → b ≤ c → a ≤ c := by
grind
example (a b c : Nat) : a + 1 ≤ b → b + 1 ≤ c → a + 2 ≤ c := by
grind
example (a b c : Nat) : a + 1 ≤ b → b + 1 ≤ c → a + 1 ≤ c := by
grind
example (a b c : Nat) : a + 1 ≤ b → b ≤ c + 2 → a ≤ c + 1 := by
grind
example (a b c : Nat) : a + 2 ≤ b → b ≤ c + 2 → a ≤ c := by
grind
```
---------
Co-authored-by: Kim Morrison <scott.morrison@gmail.com>
This PR allows the dot ident notation to resolve to the current
definition, or to any of the other definitions in the same mutual block.
Existing code that uses dot ident notation may need to have `nonrec`
added if the ident has the same name as the definition.
Closes#6601
This PR improves the usability of the `[grind =]` attribute by
automatically handling
forbidden pattern symbols. For example, consider the following theorem
tagged with this attribute:
```
getLast?_eq_some_iff {xs : List α} {a : α} : xs.getLast? = some a ↔ ∃ ys, xs = ys ++ [a]
```
Here, the selected pattern is `xs.getLast? = some a`, but `Eq` is a
forbidden pattern symbol.
Instead of producing an error, this function converts the pattern into a
multi-pattern,
allowing the attribute to be used conveniently.
Users have requested toolchain tags on `lean4-cli`, so let's add it to
the release checklist to make sure these get added regularly.
Previously, `lean4-cli` has used more complicated tags, but going
forward we're going to just use the simple `v4.16.0` style tags, with no
repository-specific versioning.
---------
Co-authored-by: Markus Himmel <markus@lean-fro.org>
This PR adds a `toFin` and `msb` lemma for unsigned bitvector modulus.
Similar to #6402, we don't provide a general `toInt_umod` lemmas, but
instead choose to provide more specialized rewrites, with extra
side-conditions.
---------
Co-authored-by: Kim Morrison <scott@tqft.net>
This PR adds a `toFin` and `msb` lemma for unsigned bitvector division.
We *don't* have `toInt_udiv`, since the only truly general statement we
can make does no better than unfolding the definition, and it's not
uncontroversially clear how to unfold `toInt` (see
`toInt_eq_msb_cond`/`toInt_eq_toNat_cond`/`toInt_eq_toNat_bmod` for a
few options currently provided). Instead, we do have `toInt_udiv_of_msb`
that's able to provide a more meaningful rewrite given an extra
side-condition (that `x.msb = false`).
This PR also upstreams a minor `Nat` theorem (`Nat.div_le_div_left`)
needed for the above from Mathlib.
---------
Co-authored-by: Kim Morrison <scott@tqft.net>
This PR improves the theorems used to justify the steps performed by the
inequality offset module. See new test for examples of how they are
going to be used.
This PR implements `Std.Net.Addr` which contains structures around IP
and socket addresses.
While we could implement our own parser instead of going through the
`addr_in`/`addr_in6` route we will need to implement these conversions
to make proper system calls anyway. Hence this is likely the approach
with the least amount of non trivial code overall. The only thing I am
uncertain about is whether `ofString` should return `Option` or
`Except`, unfortunately `libuv` doesn't hand out error messages on IP
parsing.
