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- ref : Lean.Syntax
- modifiers : Lean.Elab.Modifiers
- declName : Lean.Name
- binders : Lean.Syntax
- type? : Option Lean.Syntax
Equations
- Lean.Elab.Command.instInhabitedCtorView = { default := { ref := default, modifiers := default, declName := default, binders := default, type? := default } }
- ref : Lean.Syntax
- declId : Lean.Syntax
- modifiers : Lean.Elab.Modifiers
- shortDeclName : Lean.Name
- declName : Lean.Name
- binders : Lean.Syntax
- type? : Option Lean.Syntax
- ctors : Array Lean.Elab.Command.CtorView
- derivingClasses : Array Lean.Elab.DerivingClassView
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- lctx : Lean.LocalContext
- localInsts : Lean.LocalInstances
- type : Lean.Expr
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- Lean.Elab.Command.instInhabitedElabHeaderResult = { default := { view := default, lctx := default, localInsts := default, params := default, type := default } }
Return some ?m
if u
is of the form ?m + k
.
Return none if u
does not contain universe metavariables.
Throw exception otherwise.
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Auxiliary function for updateResultingUniverse
accLevel u r rOffset
add u
to state if it is not already there and
it is different from the resulting universe level r+rOffset
.
If u
is a max
, then its components are recursively processed.
If u
is a succ
and rOffset > 0
, we process the u
s child using rOffset-1
.
This method is used to infer the resulting universe level of an inductive datatype.
Equations
- Lean.Elab.Command.accLevel u r rOffset = Lean.Elab.Command.accLevel.go r u rOffset
Auxiliary function for updateResultingUniverse
accLevelAtCtor ctor ctorParam r rOffset
add u
(ctorParam
's universe) to state if it is not already there and
it is different from the resulting universe level r+rOffset
.
See accLevel
.
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Execute k
using the Syntax
reference associated with constructor ctorName
.
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