Closes#2736
See comment at `ExprDefEq.lean` for explanation.
Side effects:
- Improved error messages in two tests.
- Had to improve `getSuccesses` procedure at `App.lean`. It now
discards candidates that contain postponed elaboration problems.
If it is too disruptive for Mathlib, we should try to discard the
ones that have postponed metavariables.
Split from #4583
`exists_of_set` appears in Batteries as `exists_of_set'`. The
`exists_of_set` version is unused in batteries and mathlib at least and
I would argue that the primed version (i.e., the one added in this PR)
is always better anyway.
`isEmpty_iff` appears in mathlib as `isEmpty_iff_eq_nil`.
Fixes#4591. The extra code already existed in the only other user of
`unresolveNameGlobal` (in the pretty printer), although I did not make
it use this function because it has some additional behavior around
universes and in pattern position.
This implements the recurrence theorems `getLsb_mul`, `mulRec_zero_eq`,
`mulRec_succ_eq` to allow bitblasting multiplication.
---------
Co-authored-by: Kim Morrison <scott@tqft.net>
This implements the `termination_by structural` syntax proposed in
#3909.
I went with `termination_by structural` over, say,
`termination_by (config := {method := .structural})` mainly because it
was
easier to get going (otherwise I’d have to look into how to define
recursive
parsers, as `Parser.config` depends on `term` and `termination_by` is
part of
term. But also because I find it more ergonomic and aesthetic as a user.
But syntax can still change.
The `termination_by?` syntax will no longer force well-founded
recursion,
and instead the inferred `termination_by structurally` annotation will
be shown
if structural termination is possible.
While I was it, this fixes#4546 the easy way (log errors about but
otherwise
ignore incomplete `termination_by` sets for mutual recursion). Maybe we
get
multiple replacements (#4551), but even then this this good behavior.
Involves a bit of shuffling around `TerimationHints` (now validated for
a
clique already by `PreDefinition.main`) and `TerminationArguments` (now
lifted
out of the `WF` namespace, and a bit simplified).
Fixes#3909
---------
Co-authored-by: Richard Kiss <him@richardkiss.com>
using the order as it comes out of the `HashMap` led to annying test
suite output variations. Moreover, sorting by the canonical order leads
to messages that are probably easier to digest as a user.
Adds linkage to `Std` so the build behaviour on darwin is in line with
linux
I'm not sure why linking with `Std` is needed. I deleted it in the
previous patch https://github.com/leanprover/lean4/pull/3811 and Lean
still builds and runs. @tydeu mentioned this issue so I created this PR.
Adds a new type of `require` which fetches package metadata from a
registry API endpoint (i.e., Reservoir) and then clones a Git package
using the information provided. To require such a dependency, the new
syntax is:
```lean
require <scope> / <pkg-name> [@ "git#<rev>"] -- e.g., require "leanprover" / "doc-gen4"
```
Or in TOML:
```toml
[[require]]
name = "<pkg-name>"
scope = "<scope>"
rev = "<rev>"
```
Unlike with Git dependencies, Lake can make use of the richer
information provided by the registry to determine the default branch of
the package. This means for repositories of packages like `doc-gen4`
which have a default branch that is not `master`, Lake will now use said
default branch (e.g., in `doc-gen4`'s case, `main`).
Lake also supports configuring the registry endpoint via an environment
variable: `RESERVIOR_API_URL`. Thus, any server providing a similar
interface to Reservoir can be used as the registry. Further
configuration options paralleling those of Cargo's [Alternative
Registries](https://doc.rust-lang.org/cargo/reference/registries.html)
and [Source
Replacement](https://doc.rust-lang.org/cargo/reference/source-replacement.html)
will come in the future.
Updated and split from #3174.
This example, reported from LNSym, started failing when we changed the
definition of `Fin.sub` in
https://github.com/leanprover/lean4/pull/4421.
When we use the new definition, `omega` produces a proof term that the
kernel is very slow on.
To work around this for now, I've removed `BitVec.toNat_sub` from the
`bv_toNat` simp set,
and replaced it with `BitVec.toNat_sub'` which uses the old definition
for subtraction.
This is only a workaround, and I would like to understand why the term
chokes the kernel.
```
example
(n : Nat)
(addr2 addr1 : BitVec 64)
(h0 : n ≤ 18446744073709551616)
(h1 : addr2 + 18446744073709551615#64 - addr1 ≤ BitVec.ofNat 64 (n - 1))
(h2 : addr2 - addr1 ≤ addr2 + 18446744073709551615#64 - addr1) :
n = 18446744073709551616 := by
bv_omega
```
The new option `set_option debug.skipKernelTC true` is meant for
temporarily working around kernel performance issues.
It compromises soundness because a buggy tactic may produce an invalid
proof, and the kernel will not catch it if the new option is set to true.
Remark: I had to comment
```
if debug.skipKernelTC.get opts then
addDeclWithoutChecking env decl
else
```
because the build was crashing when trying to compile Lake.
Going to perform `update-stage0` and try again.
Addresses a few issues with precompile library computation.
* Fixes a bug where Lake would always precompile the package of a
module.
* If a module is precompiled, it now precompiles its imports.
Previously, it would only do this if imported.
Closes#4565.
This appears to have been a semantic merge conflict between #3940 and
#4129. The effect on the language server is that if two edits are
sufficiently close in time to create an interrupt, some elaboration
steps like `simp` may accidentally catch the exception when it is
triggered during their execution, which makes incrementality assume that
elaboration of the body was successful, which can lead to incorrect
reuse, presenting the interrupted state to the user with symptoms such
as "uses sorry" without accompanying errors and incorrect lints.
When the type of a definition or example is a proposition,
we should elaborate on them as we elaborate on theorems.
This is particularly important for examples that are often
used in educational material.
Recall that when elaborating theorem headers, we convert unassigned
universe metavariables into universe parameters. The motivation is
that the proof of a theorem should not influence its statement.
However, before this commit, this was not the case for definitions and
examples when their type was a proposition. This discrepancy often
confused users.
Additionally, we considered extending the above behavior whenever
the type of a definition is provided. That is, we would keep the
current behavior only if `: <type>` was omitted in a definition.
However, this proved to be too restrictive.
For example, the following instance in `Core.lean` would fail:
```
instance {α : Sort u} [Setoid α] : HasEquiv α :=
⟨Setoid.r⟩
```
and we would have to write instead:
```
instance {α : Sort u} [Setoid α] : HasEquiv.{u, 0} α :=
⟨Setoid.r⟩
```
There are other failures like this in the core, and we assume many more
in Mathlib.
closes#4398
@semorrison @jcommelin: what do you think?
this is in preparation for #4542, and extracts from `findRecArg` the
functionality for trying one particular argument.
It also refactors the code a bit. In particular
* It reports errors in the order of the parameters, not the order of
in which they are tried (it tries non-indices first).
* For every argument it will say why it wasn't tried, even if the
reason is quite obviously (fixed prefix, or `Prop`-typed etc.)
Therefore there is some error message churn.
This ports the `.below` and `.brecOn` constructions to lean.
I kept them in the same file, as they were in the C code, because they
are
highly coupled and the constructions are very analogous.
For validation I developed this in a separate repository at
https://github.com/nomeata/lean-constructions/tree/fad715e
and checked that all declarations found in Lean and Mathlib are
equivalent, up to
def canon (e : Expr) : CoreM Expr := do
Core.transform (← Core.betaReduce e) (pre := fun
| .const n ls => return .done (.const n (ls.map (·.normalize)))
| .sort l => return .done (.sort l.normalize)
| _ => return .continue)
It was not feasible to make them completely equal, because the kernel's
type inference code seem to optimize level expressions a bit less
aggressively, and beta-reduces less in inference.
The private helper functions about `PProd` can later move into their own
file, used by these constructions as well as the structural recursion
module.
Fixes some issues with the executable build and bad imports.
**Release notes:**
* A bad import in an executable no longer prevents the executable's root
module from being built., This also fixes a problem where the location
of a transitive bad import would not been shown.
* The root module of the executable now respects `nativeFacets`.
**Technical touchups:**
* Expanded and better documented `tests/badImport`.
* Use `ensureJob` in `recBuildDeps` to catch import errors instead of
individual `try ... catch` blocks.
Issue #4535 is being affected by a bug in the structural inductive
predicate termination checker (`IndPred.lean`). This module did not
exist in Lean 3, and it is buggy in Lean 4. In the given example, it
introduces an auxiliary declaration containing a `sorry`, and the fails.
This PR ensures this kind of declaration is not added to the
environment.
Closes#4535
TODO: we need a new maintainer for the `IndPred.lean`.
