Commit graph

20 commits

Author SHA1 Message Date
Sebastian Ullrich
0e8838df3b
chore: avoid confusing public import all combination (#10051) 2025-08-22 12:04:42 +00:00
Sebastian Ullrich
09a5b34931
feat: make private the default in module (#9044)
This PR adjusts the experimental module system to make `private` the
default visibility modifier in `module`s, introducing `public` as a new
modifier instead. `public section` can be used to revert the default for
an entire section, though this is more intended to ease gradual adoption
of the new semantics such as in `Init` (and soon `Std`) where they
should be replaced by a future decl-by-decl re-review of visibilities.
2025-06-28 16:30:53 +00:00
Joachim Breitner
be80a23281
chore: remove unused simp args (#8905)
This PR uses the linter from
https://github.com/leanprover/lean4/pull/8901 to clean up simp
arguments.
2025-06-20 22:34:30 +00:00
Kim Morrison
c6194e05b8
chore: remove prime from Fin.ofNat' (#8515)
This PR removes the prime from `Fin.ofNat'`: the old `Fin.ofNat` has
completed its 6 month deprecation cycle and is being removed.
2025-05-28 11:51:00 +00:00
Kim Morrison
1087ec9225
chore: remove >6 month old deprecations (#8514) 2025-05-28 11:28:03 +00:00
Joachim Breitner
803dc3e687
refactor: Init: expose lots of functions (#8501)
This PR adds the `@[expose]` attribute to many functions (and changes
some theorems to be by `:= (rfl)`) in preparation for the `@[defeq]`
attribute change in #8419.
2025-05-28 07:37:54 +00:00
Sebastian Ullrich
01dbbeed99
feat: do not export def bodies by default (#8221)
This PR adjusts the experimental module system to not export the bodies
of `def`s unless opted out by the new attribute `@[expose]` on the `def`
or on a surrounding `section`.

---------

Co-authored-by: Markus Himmel <markus@lean-fro.org>
2025-05-15 12:16:54 +00:00
Leonardo de Moura
e0a266780b
feat: add instance Grind.CommRing (Fin n) (#8276)
This PR adds the instances `Grind.CommRing (Fin n)` and `Grind.IsCharP
(Fin n) n`. New tests:
```lean
example (x y z : Fin 13) :
    (x + y + z) ^ 2 = x ^ 2 + y ^ 2 + z ^ 2 + 2 * (x * y + y * z + z * x) := by
  grind +ring

example (x y : Fin 17) : (x + y) ^ 3 = x ^ 3 + y ^ 3 + 3 * x * y * (x + y) := by
  grind +ring

example (x y : Fin 19) : (x - y) * (x ^ 2 + x * y + y ^ 2) = x ^ 3 - y ^ 3 := by
  grind +ring
```

---------

Co-authored-by: Kim Morrison <kim@tqft.net>
2025-05-13 12:09:02 +00:00
Sebastian Ullrich
7feb583b9e
feat: enable experimental module system in Init (#8047) 2025-04-23 17:21:33 +00:00
Rob23oba
575e0307bf
chore: fix naming of several theorems (#7499)
This PR fixes the spelling of several theorems to adhere to the naming
convention.

Note: The changes here were found using [a
tool](https://leanprover.zulipchat.com/#narrow/channel/270676-lean4/topic/automatic.20spelling.20generation.20.26.20comparison/with/505770987).
2025-04-04 10:52:52 +00:00
Markus Himmel
4e51487b1c
chore: cleanup of finite integer lemmas (#7706)
This PR performs various cleanup tasks on `Init/Data/UInt/*` and
`Init/Data/SInt/*`.
2025-03-28 12:13:07 +00:00
Markus Himmel
17c18752ff
feat: IntX operations and conversion theory (#7592)
This PR adds theory about signed finite integers relating operations and
conversion functions.
2025-03-27 15:17:56 +00:00
Markus Himmel
d66abc0fc0
feat: lemmas about operations on finite unsigned integers (#7484)
This PR adds some lemmas about operations defined on `UIntX`
2025-03-18 10:52:54 +00:00
Markus Himmel
6153474c00
feat: Neg instance for unsigned integers (#7487)
This PR adds the instance `Neg UInt8`.

This useful if you want to think about finite unsigned integers as a
commutative ring.
2025-03-17 09:06:14 +00:00
Markus Himmel
36723d38b9
feat: UIntX conversion lemmas (part 1/n) (#7174)
This PR adds the first batch of lemmas about iterated conversions
between finite types starting with something of type `UIntX`.
2025-02-24 12:48:37 +00:00
Henrik Böving
c7fd873333 feat: tag lemmas 2025-01-15 15:17:36 +01:00
Henrik Böving
734fca7b6a
feat: UIntX.toBitVec lemmas (#6625)
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.
2025-01-13 14:33:38 +00:00
Mac Malone
6bf8ff32f0
feat: more UInt bitwise theorems (#6188)
This PR completes the `toNat` theorems for the bitwise operations
(`and`, `or`, `xor`, `shiftLeft`, `shiftRight`) of the UInt types and
adds `toBitVec` theorems as well. It also renames `and_toNat` to
`toNat_and` to fit with the current naming convention.
2024-12-01 22:38:49 +00:00
Henrik Böving
19e06acc65
refactor: redefine unsigned fixed width integers in terms of BitVec (#5323)
I made a few choices so far that can probably be discussed:
- got rid of `modn` on `UInt`, nobody seems to use it apart from the
definition of `shift` which can use normal `mod`
- removed the previous defeq optimized definition of `USize.size` in
favor for a normal one. The motivation was to allow `OfNat` to work
which doesn't seem to be necessary anymore afaict.
- Minimized uses of `.val`, should we maybe mark it deprecated?
- Mostly got rid of `.val` in basically all theorems as the proper next
level of API would now be `.toBitVec`. We could probably re-prove them
but it would be more annoying given the change of definition.
- Did not yet redefine `log2` in terms of `BitVec` as this would require
a `log2` in `BitVec` as well, do we want this?
- I added a couple of theorems around the relation of `<` on `UInt` and
`Nat`. These were previously not needed because defeq was used all over
the place to save us. I did not yet generalize these to all types as I
wasn't sure if they are the appropriate lemma that we want to have.
2024-10-16 07:28:23 +00:00
Markus Himmel
a2a73e9611
feat: USize.and_toNat (#4629)
Split from #4583
2024-07-03 01:28:36 +00:00