- options : Lean.Options
- openDecls : List Lean.OpenDecl
- macroStack : Lean.Elab.MacroStack
- errToSorry : Bool
Saved context for postponed terms and tactics to be executed.
Instances For
- typeClass: Lean.Elab.Term.SyntheticMVarKind
Use typeclass resolution to synthesize value for metavariable.
- coe: Option String → Lean.Expr → Lean.Expr → Lean.Expr → Lean.Expr → Option Lean.Expr → Lean.Elab.Term.SyntheticMVarKind
Similar to
typeClass
, but error messages are different. iff?
issome f
, we produce an application type mismatch error message. Otherwise, ifheader?
issome header
, we generate the error(header ++ "has type" ++ eType ++ "but it is expected to have type" ++ expectedType)
Otherwise, we generate the error("type mismatch" ++ e ++ "has type" ++ eType ++ "but it is expected to have type" ++ expectedType)
- tactic: Lean.Syntax → Lean.Elab.Term.SavedContext → Lean.Elab.Term.SyntheticMVarKind
Use tactic to synthesize value for metavariable.
- postponed: Lean.Elab.Term.SavedContext → Lean.Elab.Term.SyntheticMVarKind
Metavariable represents a hole whose elaboration has been postponed.
We use synthetic metavariables as placeholders for pending elaboration steps.
Instances For
Equations
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- stx : Lean.Syntax
Instances For
Equations
- Lean.Elab.Term.instInhabitedSyntheticMVarDecl = { default := { stx := default, kind := default } }
- implicitArg: Lean.Expr → Lean.Elab.Term.MVarErrorKind
Metavariable for implicit arguments.
ctx
is the parent application. - hole: Lean.Elab.Term.MVarErrorKind
Metavariable for explicit holes provided by the user (e.g.,
_
and?m
) - custom: Lean.MessageData → Lean.Elab.Term.MVarErrorKind
"Custom",
msgData
stores the additional error messages.
We can optionally associate an error context with a metavariable (see MVarErrorInfo
).
We have three different kinds of error context.
Instances For
Equations
- Lean.Elab.Term.instInhabitedMVarErrorKind = { default := Lean.Elab.Term.MVarErrorKind.implicitArg default }
Equations
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- mvarId : Lean.MVarId
- ref : Lean.Syntax
- kind : Lean.Elab.Term.MVarErrorKind
We can optionally associate an error context with metavariables.
Instances For
Equations
- Lean.Elab.Term.instInhabitedMVarErrorInfo = { default := { mvarId := default, ref := default, kind := default, argName? := default } }
- ref : Lean.Syntax
- fvarId : Lean.FVarId
- attrs : Array Lean.Elab.Attribute
- shortDeclName : Lean.Name
- declName : Lean.Name
- lctx : Lean.LocalContext
- localInstances : Lean.LocalInstances
- type : Lean.Expr
- val : Lean.Expr
- mvarId : Lean.MVarId
Nested let rec
expressions are eagerly lifted by the elaborator.
We store the information necessary for performing the lifting here.
Instances For
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- syntheticMVars : Lean.MVarIdMap Lean.Elab.Term.SyntheticMVarDecl
- pendingMVars : List Lean.MVarId
- mvarErrorInfos : Lean.MVarIdMap Lean.Elab.Term.MVarErrorInfo
- letRecsToLift : List Lean.Elab.Term.LetRecToLift
State of the TermElabM
monad.
Instances For
Equations
- Lean.Elab.Term.instInhabitedState = { default := { levelNames := default, syntheticMVars := default, pendingMVars := default, mvarErrorInfos := default, letRecsToLift := default } }
Equations
- Lean.Elab.Tactic.instInhabitedState = { default := { goals := default } }
- core : Lean.Core.State
- meta : Lean.Meta.State
- term : Lean.Elab.Term.State
- tactic : Lean.Elab.Tactic.State
- stx : Lean.Syntax
Snapshots are used to implement the save
tactic.
This tactic caches the state of the system, and allows us to "replay"
expensive proofs efficiently. This is only relevant implementing the
LSP server.
Instances For
Equations
- Lean.Elab.Tactic.instInhabitedSnapshot = { default := { core := default, meta := default, term := default, tactic := default, stx := default } }
- mvarId : Lean.MVarId
- pos : String.Pos
Key for the cache used to implement the save
tactic.
Instances For
Equations
Equations
- Lean.Elab.Tactic.instInhabitedCacheKey = { default := { mvarId := default, pos := default } }
Cache for the save
tactic.
Instances For
Equations
- Lean.Elab.Tactic.instInhabitedCache = { default := { pre := default, post := default } }
Map
.auxDecl
local declarations used to encode recursive declarations to their full-names.auxDeclToFullName : Lean.FVarIdMap Lean.Name- macroStack : Lean.Elab.MacroStack
When
mayPostpone == true
, an elaboration function may interrupt its execution by throwingException.postpone
. The functionelabTerm
catches this exception and creates fresh synthetic metavariable?m
, stores?m
in the list of pending synthetic metavariables, and returns?m
.mayPostpone : BoolWhen
errToSorry
is set to true, the methodelabTerm
catches exceptions and converts them into syntheticsorry
s. The implementation of choice nodes and overloaded symbols rely on the fact that whenerrToSorry
is set to false for an elaboration functionF
, thenerrToSorry
remainsfalse
for all elaboration functions invoked byF
. That is, it is safe to transitionerrToSorry
fromtrue
tofalse
, but we must not seterrToSorry
totrue
when it is currently set tofalse
.errToSorry : BoolWhen
autoBoundImplicit
is set to true, instead of producing an "unknown identifier" error for unbound variables, we generate an internal exception. This exception is caught atelabBinders
andelabTypeWithUnboldImplicit
. Both methods add implicit declarations for the unbound variable and try again.autoBoundImplicit : Bool- autoBoundImplicits : Lean.PArray Lean.Expr
A name
n
is only eligible to be an auto implicit name ifautoBoundImplicitForbidden n = false
. We use this predicate to disallowf
to be considered an auto implicit name in a definition such asdef f : f → Bool := fun _ => true
Map from user name to internal unique name
sectionVars : Lean.NameMap Lean.NameMap from internal name to fvar
sectionFVars : Lean.NameMap Lean.ExprEnable/disable implicit lambdas feature.
implicitLambda : BoolNoncomputable sections automatically add the
noncomputable
modifier to any declaration we cannot generate code forisNoncomputableSection : BoolWhen
true
we skip TC failures. We use this option when processing patternsignoreTCFailures : Booltrue
when elaborating patterns. It affects how we elaborate named holes.inPattern : BoolCache for the
save
tactic. It is onlysome
in the LSP server.tacticCache? : Option (IO.Ref Lean.Elab.Tactic.Cache)If
true
, we store in theExpr
theSyntax
for recursive applications (i.e., applications of free variables tagged withisAuxDecl
). We store theSyntax
usingmkRecAppWithSyntax
. We use theSyntax
object to produce better error messages atStructural.lean
andWF.lean
.saveRecAppSyntax : Bool
Instances For
Equations
Equations
- Lean.Elab.Term.instMonadTermElabM = let i := inferInstanceAs (Monad Lean.Elab.TermElabM); Monad.mk
- meta : Lean.Meta.SavedState
- elab : Lean.Elab.Term.State
Backtrackable state for the TermElabM
monad.
Instances For
Equations
- Lean.Elab.Term.instInhabitedSavedState = { default := { meta := default, elab := default } }
Equations
- Lean.Elab.Term.saveState = do let a ← liftM Lean.Meta.saveState let a_1 ← get pure { meta := a, elab := a_1 }
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Equations
- Lean.Elab.Term.instMonadBacktrackSavedStateTermElabM = { saveState := Lean.Elab.Term.saveState, restoreState := fun b => Lean.Elab.Term.SavedState.restore b false }
Equations
- Lean.Elab.Term.instInhabitedTermElabResult = { default := EStateM.Result.ok default default }
Execute x
, save resulting expression and new state.
We remove any Info
created by x
.
The info nodes are committed when we execute applyResult
.
We use observing
to implement overloaded notation and decls.
We want to save Info
nodes for the chosen alternative.
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Apply the result/exception and state captured with observing
.
We use this method to implement overloaded notation and symbols.
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Execute x
, but keep state modifications only if x
did not postpone.
This method is useful to implement elaboration functions that cannot decide whether
they need to postpone or not without updating the state.
Equations
Return the universe level names explicitly provided by the user.
Equations
- Lean.Elab.Term.getLevelNames = do let a ← get pure a.levelNames
Given a free variable fvar
, return its declaration.
This function panics if fvar
is not a free variable.
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Execute x
but discard changes performed at Term.State
and Meta.State
.
Recall that the Environment
and InfoState
are at Core.State
. Thus, any updates to it will
be preserved. This method is useful for performing computations where all
metavariable must be resolved or discarded.
The InfoTree
s are not discarded, however, and wrapped in InfoTree.Context
to store their metavariable context.
Equations
- Lean.Elab.Term.withoutModifyingElabMetaStateWithInfo x = do let s ← get let sMeta ← getThe Lean.Meta.State tryFinally (Lean.Elab.withSaveInfoContext x) do set s set sMeta
Execute x
without storing Syntax
for recursive applications. See saveRecAppSyntax
field at Context
.
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Equations
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- fieldIdx: Lean.Syntax → Nat → Lean.Elab.Term.LVal
- fieldName: Lean.Syntax → String → Option Lean.Name → Lean.Syntax → Lean.Elab.Term.LVal
Field
suffix?
is for producing better error messages becausex.y
may be a field access or a hierachical/composite name.ref
is the syntax object representing the field.targetStx
is the target object being accessed.
Auxiliary datatatype for presenting a Lean lvalue modifier.
We represent a unelaborated lvalue as a Syntax
(or Expr
) and List LVal
.
Example: a.foo.1
is represented as the Syntax
a
and the list
[LVal.fieldName "foo", LVal.fieldIdx 1]
.
Instances For
Equations
- Lean.Elab.Term.LVal.getRef _fun_discr = match _fun_discr with | Lean.Elab.Term.LVal.fieldIdx ref i => ref | Lean.Elab.Term.LVal.fieldName ref name suffix? targetStx => ref
Equations
- Lean.Elab.Term.LVal.isFieldName _fun_discr = match _fun_discr with | Lean.Elab.Term.LVal.fieldName ref name suffix? targetStx => true | x => false
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Return the name of the declaration being elaborated if available.
Equations
- Lean.Elab.Term.getDeclName? = do let a ← read pure a.declName?
Return the list of nested let rec
declarations that need to be lifted.
Equations
- Lean.Elab.Term.getLetRecsToLift = do let a ← get pure a.letRecsToLift
Return the declaration of the given metavariable
Equations
- Lean.Elab.Term.getMVarDecl mvarId = do let a ← Lean.getMCtx pure (Lean.MetavarContext.getDecl a mvarId)
Execute x
with declName? := name
. See `getDeclName?
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Update the universe level parameter names.
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Execute x
using levelNames
as the universe level parameter names. See getLevelNames
.
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Declare an auxiliary local declaration shortDeclName : type
for elaborating recursive declaration declName
,
update the mapping auxDeclToFullName
, and then execute k
.
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Equations
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Execute x
without converting errors (i.e., exceptions) to sorry
applications.
Recall that when errToSorry = true
, the method elabTerm
catches exceptions and convert them into sorry
applications.
For testing TermElabM
methods. The #eval command will sign the error.
Equations
- Lean.Elab.Term.throwErrorIfErrors = do let a ← Lean.MonadLog.hasErrors if a = true then Lean.throwError (Lean.toMessageData "Error(s)") else pure PUnit.unit
Equations
- Lean.Elab.Term.traceAtCmdPos cls msg = Lean.withRef Lean.Syntax.missing (Lean.trace cls msg)
Equations
- Lean.Elab.Term.ppGoal mvarId = liftM (Lean.Meta.ppGoal mvarId)
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Equations
Elaborate x
with stx
on the macro stack
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Add the given metavariable to the list of pending synthetic metavariables.
The method synthesizeSyntheticMVars
is used to process the metavariables on this list.
Equations
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Equations
- Lean.Elab.Term.registerSyntheticMVarWithCurrRef mvarId kind = do let a ← Lean.getRef Lean.Elab.Term.registerSyntheticMVar a mvarId kind
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Equations
- Lean.Elab.Term.registerMVarErrorHoleInfo mvarId ref = Lean.Elab.Term.registerMVarErrorInfo { mvarId := mvarId, ref := ref, kind := Lean.Elab.Term.MVarErrorKind.hole, argName? := none }
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Equations
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Equations
- Lean.Elab.Term.getMVarErrorInfo? mvarId = do let a ← get pure (Lean.RBMap.find? a.mvarErrorInfos mvarId)
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Auxiliary method for reporting errors of the form "... contains metavariables ...".
This kind of error is thrown, for example, at Match.lean
where elaboration
cannot continue if there are metavariables in patterns.
We only want to log it if we haven't logged any error so far.
Equations
- Lean.Elab.Term.throwMVarError m = do let a ← Lean.MonadLog.hasErrors if a = true then Lean.Elab.throwAbortTerm else Lean.throwError m
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Append mvarErrorInfo
argument name (if available) to the message.
Remark: if the argument name contains macro scopes we do not append it.
Equations
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Equations
- Lean.Elab.Term.MVarErrorInfo.logError.appendExtra extraMsg? msg = match extraMsg? with | none => msg | some extraMsg => msg ++ extraMsg
Try to log errors for the unassigned metavariables pendingMVarIds
.
Return true
if there were "unfilled holes", and we should "abort" declaration.
TODO: try to fill "all" holes using synthetic "sorry's"
Remark: We only log the "unfilled holes" as new errors if no error has been logged so far.
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Ensure metavariables registered using registerMVarErrorInfos
(and used in the given declaration) have been assigned.
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Execute x
without allowing it to postpone elaboration tasks.
That is, tryPostpone
is a noop.
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Creates syntax for (
:
)
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Convert unassigned universe level metavariables into parameters.
The new parameter names are fresh names of the form u_i
with regard to ctx.levelNames
, which is updated with the new names.
Equations
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Auxiliary method for creating fresh binder names. Do not confuse with the method for creating fresh free/meta variable ids.
Equations
- Lean.Elab.Term.mkFreshBinderName = Lean.withFreshMacroScope (Lean.MonadQuotation.addMacroScope (Lean.Name.mkStr1 "x"))
Auxiliary method for creating a Syntax.ident
containing
a fresh name. This method is intended for creating fresh binder names.
It is just a thin layer on top of mkFreshUserName
.
Equations
- Lean.Elab.Term.mkFreshIdent ref canonical = do let a ← Lean.Elab.Term.mkFreshBinderName pure (Lean.mkIdentFrom ref a canonical).raw
Apply given attributes at a given application time
Equations
- Lean.Elab.Term.applyAttributesAt declName attrs applicationTime = Lean.Elab.Term.applyAttributesCore declName attrs (some applicationTime)
Equations
- Lean.Elab.Term.applyAttributes declName attrs = Lean.Elab.Term.applyAttributesCore declName attrs none
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Equations
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See containsPostponedTerm
Return true
if e
contains a pending metavariable. Remark: it also visits let-declarations.
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Try to synthesize metavariable using type class resolution.
This method assumes the local context and local instances of instMVar
coincide
with the current local context and local instances.
Return true
if the instance was synthesized successfully, and false
if
the instance contains unassigned metavariables that are blocking the type class
resolution procedure. Throw an exception if resolution or assignment irrevocably fails.
Equations
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Equations
- Lean.Elab.Term.synthesizeCoeInstMVarCore instMVar = do let a ← Lean.getOptions Lean.Elab.Term.synthesizeInstMVarCore instMVar (some (Lean.Option.get a Lean.Elab.Term.maxCoeSize))
The coercion from α
to Thunk α
cannot be implemented using an instance because it would
eagerly evaluate e
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Return some (m, α)
if type
can be reduced to an application of the form m α
using [reducible]
transparency.
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Return true
if type
is of the form m α
where m
is a Monad
.
Note that we reduce type
using transparency [reducible]
.
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If expectedType?
is some t
, then ensure t
and eType
are definitionally equal.
If they are not, then try coercions.
Argument f?
is used only for generating error messages.
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If expectedType?
is some t
, then ensure t
and type of e
are definitionally equal.
If they are not, then try coercions.
Equations
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Log the given exception, and create an synthetic sorry for representing the failed
elaboration step with exception ex
.
Equations
- Lean.Elab.Term.exceptionToSorry ex expectedType? = do let syntheticSorry ← Lean.Elab.Term.mkSyntheticSorryFor expectedType? Lean.Elab.logException ex pure syntheticSorry
If mayPostpone == true
, throw Expection.postpone
.
Equations
- Lean.Elab.Term.tryPostpone = do let a ← read if a.mayPostpone = true then Lean.Elab.throwPostpone else pure PUnit.unit
Return true
if e
reduces (by unfolding only [reducible]
declarations) to ?m ...
Equations
- Lean.Elab.Term.isMVarApp e = do let a ← liftM (Lean.Meta.whnfR e) pure (Lean.Expr.isMVar (Lean.Expr.getAppFn a))
If mayPostpone == true
and e
's head is a metavariable, throw Exception.postpone
.
Equations
- Lean.Elab.Term.tryPostponeIfMVar e = do let a ← Lean.Elab.Term.isMVarApp e if a = true then Lean.Elab.Term.tryPostpone else pure PUnit.unit
If e? = some e
, then tryPostponeIfMVar e
, otherwise it is just tryPostpone
.
Equations
- Lean.Elab.Term.tryPostponeIfNoneOrMVar e? = match e? with | some e => Lean.Elab.Term.tryPostponeIfMVar e | none => Lean.Elab.Term.tryPostpone
Throws Exception.postpone
, if expectedType?
contains unassigned metavariables.
It is a noop if mayPostpone == false
.
Equations
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Throws Exception.postpone
, if expectedType?
contains unassigned metavariables.
If mayPostpone == false
, it throws error msg
.
Equations
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Save relevant context for term elaboration postponement.
Equations
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Execute x
with the context saved using saveContext
.
Equations
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Equations
- Lean.Elab.Term.getSyntheticMVarDecl? mvarId = do let a ← get pure (Lean.RBMap.find? a.syntheticMVars mvarId)
Create an auxiliary annotation to make sure we create a Info
even if e
is a metavariable.
See mkTermInfo
.
We use this functions because some elaboration functions elaborate subterms that may not be immediately part of the resulting term. Example:
let_mvar% ?m := b; wait_if_type_mvar% ?m; body
If the type of b
is not known, then wait_if_type_mvar% ?m; body
is postponed and just return a fresh
metavariable ?n
. The elaborator for
let_mvar% ?m := b; wait_if_type_mvar% ?m; body
returns mkSaveInfoAnnotation ?n
to make sure the info nodes created when elaborating b
are "saved".
This is a bit hackish, but elaborators like let_mvar%
are rare.
Equations
- Lean.Elab.Term.mkSaveInfoAnnotation e = if Lean.Expr.isMVar e = true then Lean.mkAnnotation (Lean.Name.mkStr1 "save_info") e else e
Equations
- Lean.Elab.Term.isSaveInfoAnnotation? e = Lean.annotation? (Lean.Name.mkStr1 "save_info") e
Return some mvarId
if e
corresponds to a hole that is going to be filled "later" by executing a tactic or resuming elaboration.
We do not save ofTermInfo
for this kind of node in the InfoTree
.
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Equations
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Pushes a new leaf node to the info tree associating the expression e
to the syntax stx
.
As a result, when the user hovers over stx
they will see the type of e
, and if e
is a constant they will see the constant's doc string.
expectedType?
: the expected type ofe
at the point of elaboration, if availablelctx?
: the local context in which to interprete
(otherwise it will use← getLCtx
)elaborator
: a declaration name used as an alternative target for go-to-definitionisBinder
: if true, this will be treated as defininge
(which should be a local constant) for the purpose of go-to-definition on local variablesforce
: In patterns, the effect ofaddTermInfo
is usually suppressed and replaced by apatternWithRef?
annotation which will be turned into a term info on the post-match-elaboration expression. This flag overrides that behavior and adds the term info immediately. (See https://github.com/leanprover/lean4/pull/1664.)
Equations
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Equations
- Lean.Elab.Term.addTermInfo' stx e expectedType? lctx? elaborator isBinder = discard (Lean.Elab.Term.addTermInfo stx e expectedType? lctx? elaborator isBinder false)
Equations
- Lean.Elab.Term.withInfoContext' stx x mkInfo = do let a ← read if a.inPattern = true then do let e ← x pure (Lean.mkPatternWithRef e stx) else Lean.Elab.withInfoContext' x mkInfo
Postpone the elaboration of stx
, return a metavariable that acts as a placeholder, and
ensures the info tree is updated and a hole id is introduced.
When stx
is elaborated, new info nodes are created and attached to the new hole id in the info tree.
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Equations
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Equations
- Lean.Elab.Term.hasNoImplicitLambdaAnnotation type = Option.isSome (Lean.annotation? (Lean.Name.mkStr1 "noImplicitLambda") type)
Equations
- Lean.Elab.Term.mkNoImplicitLambdaAnnotation type = if Lean.Elab.Term.hasNoImplicitLambdaAnnotation type = true then type else Lean.mkAnnotation (Lean.Name.mkStr1 "noImplicitLambda") type
Block usage of implicit lambdas if stx
is @f
or @f arg1 ...
or fun
with an implicit binder annotation.
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Store in the InfoTree
that e
is a "dot"-completion target.
Equations
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Main function for elaborating terms.
It extracts the elaboration methods from the environment using the node kind.
Recall that the environment has a mapping from SyntaxNodeKind
to TermElab
methods.
It creates a fresh macro scope for executing the elaboration method.
All unlogged trace messages produced by the elaboration method are logged using
the position information at stx
. If the elaboration method throws an Exception.error
and errToSorry == true
,
the error is logged and a synthetic sorry expression is returned.
If the elaboration throws Exception.postpone
and catchExPostpone == true
,
a new synthetic metavariable of kind SyntheticMVarKind.postponed
is created, registered,
and returned.
The option catchExPostpone == false
is used to implement resumeElabTerm
to prevent the creation of another synthetic metavariable when resuming the elaboration.
If implicitLambda == true
, then disable implicit lambdas feature for the given syntax, but not for its subterms.
We use this flag to implement, for example, the @
modifier. If Context.implicitLambda == false
, then this parameter has no effect.
Equations
- Lean.Elab.Term.elabTerm stx expectedType? catchExPostpone implicitLambda = Lean.withRef stx (Lean.Elab.Term.elabTermAux expectedType? catchExPostpone implicitLambda stx)
Execute x
and return some
if no new errors were recorded or exceptions was thrown. Otherwise, return none
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Adapt a syntax transformation to a regular, term-producing elaborator.
Equations
- Lean.Elab.Term.adaptExpander exp stx expectedType? = do let stx' ← exp stx Lean.Elab.Term.withMacroExpansion stx stx' (Lean.Elab.Term.elabTerm stx' expectedType? true true)
Create a new metavariable with the given type, and try to synthesize it.
It type class resolution cannot be executed (e.g., it is stuck because of metavariables in type
),
register metavariable as a pending one.
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Make sure e
is a type by inferring its type and making sure it is a Expr.sort
or is unifiable with Expr.sort
, or can be coerced into one.
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Elaborate stx
and ensure result is a type.
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Enable auto-bound implicits, and execute k
while catching auto bound implicit exceptions. When an exception is caught,
a new local declaration is created, registered, and k
is tried to be executed again.
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Collect unassigned metavariables in type
that are not already in init
and not satisfying except
.
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Return autoBoundImplicits ++ xs
This methoid throws an error if a variable in autoBoundImplicits
depends on some x
in xs
.
The autoBoundImplicits
may contain free variables created by the auto-implicit feature, and unassigned free variables.
It avoids the hack used at autoBoundImplicitsOld
.
Remark: we cannot simply replace every occurrence of addAutoBoundImplicitsOld
with this one because a particular
use-case may not be able to handle the metavariables in the array being given to k
.
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Similar to autoBoundImplicits
, but immediately if the resulting array of expressions contains metavariables,
it immediately use mkForallFVars
+ forallBoundedTelescope
to convert them into free variables.
The type type
is modified during the process if type depends on xs
.
We use this method to simplify the conversion of code using autoBoundImplicitsOld
to autoBoundImplicits
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Return true if mvarId is an auxiliary metavariable created for compiling let rec
or it
is delayed assigned to one.
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Return true iff stx
is a Syntax.ident
, and it is a local variable.
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Create an Expr.const
using the given name and explicit levels.
Remark: fresh universe metavariables are created if the constant has more universe
parameters than explicitLevels
.
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Similar to resolveName
, but creates identifiers for the main part and each projection with position information derived from ident
.
Example: Assume resolveName v.head.bla.boo
produces (v.head, ["bla", "boo"])
, then this method produces
(v.head, id, [f₁, f₂])
where id
is an identifier for v.head
, and f₁
and f₂
are identifiers for fields "bla"
and "boo"
.
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- Lean.Elab.Term.TermElabM.run x ctx s = Lean.Meta.withConfig Lean.Elab.Term.setElabConfig (StateRefT'.run (x ctx) s)
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- Lean.Elab.Term.TermElabM.run' x ctx s = (fun a => a.fst) <$> Lean.Elab.Term.TermElabM.run x ctx s
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Execute x
and then tries to solve pending universe constraints.
Note that, stuck constraints will not be discarded.
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- Lean.Elab.Term.universeConstraintsCheckpoint x = do let a ← x discard (liftM (Lean.Meta.processPostponed true true)) pure a
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Helper function for "embedding" an Expr
in Syntax
.
It creates a named hole ?m
and immediately assigns e
to it.
Examples:
let e := mkConst ``Nat.zero
`(Nat.succ $(← exprToSyntax e))
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- Lean.Elab.withoutModifyingStateWithInfoAndMessages x = controlAt Lean.Elab.TermElabM fun runInBase => Lean.Elab.Term.withoutModifyingStateWithInfoAndMessagesImpl (runInBase x)