feat: Condensed interface
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@ -0,0 +1,42 @@
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/- structures for FFI based interface -/
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import Lean
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open Lean
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namespace Pantograph.Condensed
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/-
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These two functions are for user defiend names. For internal names such as
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`_uniq`, it is favourable to use `lean_name_hash_exported` and `lean_name_eq` to
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construct hash maps for Lean names.
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-/
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@[export pantograph_str_to_name]
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def strToName (s: String) : Name := s.toName
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@[export pantograph_name_to_str]
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def nameToStr (s: String) : Name := s.toName
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@[export pantograph_name_is_inaccessible]
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def isInaccessible (n: Name) : Bool := n.isInaccessibleUserName
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-- Mirrors Lean's LocalDecl
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structure LocalDecl where
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-- Default value is for testing
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fvarId: FVarId := { name := .anonymous }
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userName: Name
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-- Normalized expression
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type : Expr
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value? : Option Expr := .none
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structure Goal where
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mvarId: MVarId := { name := .anonymous }
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userName: Name := .anonymous
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context: Array LocalDecl
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target: Expr
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@[export pantograph_goal_is_lhs]
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def isLHS (g: Goal) : Bool := isLHSGoal? g.target |>.isSome
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end Pantograph.Condensed
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@ -4,10 +4,10 @@ This replicates the behaviour of `Scope`s in `Lean/Elab/Command.lean` without
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using `Scope`s.
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-/
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import Lean
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import Pantograph.Condensed
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import Pantograph.Expr
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import Pantograph.Protocol
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import Pantograph.Goal
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import Pantograph.Protocol
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open Lean
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@ -201,6 +201,55 @@ def serializeExpression (options: @&Protocol.Options) (e: Expr): MetaM Protocol.
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dependentMVars?,
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}
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@[export pantograph_to_condensed_goal]
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def toCondensedGoal (mvarId: MVarId): MetaM Condensed.Goal := do
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let options: Protocol.Options := {}
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let ppAuxDecls := options.printAuxDecls
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let ppImplDetailHyps := options.printImplementationDetailHyps
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let mvarDecl ← mvarId.getDecl
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let lctx := mvarDecl.lctx
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let lctx := lctx.sanitizeNames.run' { options := (← getOptions) }
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Meta.withLCtx lctx mvarDecl.localInstances do
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let ppVar (localDecl : LocalDecl) : MetaM Condensed.LocalDecl := do
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match localDecl with
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| .cdecl _ fvarId userName type _ _ =>
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let type ← instantiate type
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return { fvarId, userName, type }
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| .ldecl _ fvarId userName type value _ _ => do
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let userName := userName.simpMacroScopes
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let type ← instantiate type
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let value ← instantiate value
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return { fvarId, userName, type, value? := .some value }
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let vars ← lctx.foldlM (init := []) fun acc (localDecl : LocalDecl) => do
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let skip := !ppAuxDecls && localDecl.isAuxDecl ||
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!ppImplDetailHyps && localDecl.isImplementationDetail
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if skip then
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return acc
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else
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let var ← ppVar localDecl
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return var::acc
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return {
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mvarId,
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userName := mvarDecl.userName,
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context := vars.reverse.toArray,
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target := ← instantiate mvarDecl.type
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}
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where
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instantiate := instantiateAll
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@[export pantograph_goal_state_to_condensed]
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protected def GoalState.toCondensed (state: GoalState):
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CoreM (Array Condensed.Goal):= do
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let metaM := do
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let goals := state.goals.toArray
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goals.mapM fun goal => do
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match state.mctx.findDecl? goal with
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| .some _ =>
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let serializedGoal ← toCondensedGoal goal
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pure serializedGoal
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| .none => throwError s!"Metavariable does not exist in context {goal.name}"
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metaM.run' (s := state.savedState.term.meta.meta)
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/-- Adapted from ppGoal -/
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def serializeGoal (options: @&Protocol.Options) (goal: MVarId) (mvarDecl: MetavarDecl) (parentDecl?: Option MetavarDecl)
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: MetaM Protocol.Goal := do
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@ -214,7 +263,6 @@ def serializeGoal (options: @&Protocol.Options) (goal: MVarId) (mvarDecl: Metava
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let ppVarNameOnly (localDecl: LocalDecl): MetaM Protocol.Variable := do
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match localDecl with
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| .cdecl _ fvarId userName _ _ _ =>
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let userName := userName.simpMacroScopes
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return {
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name := ofName fvarId.name,
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userName:= ofName userName.simpMacroScopes,
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@ -8,6 +8,17 @@ open Lean
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namespace Pantograph
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deriving instance Repr for Expr
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-- Use strict equality check for expressions
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--instance : BEq Expr := ⟨Expr.equal⟩
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instance (priority := 80) (x y : Expr) : LSpec.Testable (x.equal y) :=
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if h : Expr.equal x y then
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.isTrue h
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else
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.isFalse h $ s!"Expected to be equalaaa: '{x.dbgToString}' and '{y.dbgToString}'"
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def uniq (n: Nat): Name := .num (.str .anonymous "_uniq") n
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-- Auxiliary functions
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namespace Protocol
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def Goal.devolatilizeVars (goal: Goal): Goal :=
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