did some work on renaming / meta solutions
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@ -3,7 +3,7 @@ type meta = Mv of int
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let cMV : int ref = ref 0
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let cMV : int ref = ref 0
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let getCMV (_ : unit) =
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let getCMV (_ : unit) =
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let c = ! cMV in
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let c = !cMV in
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cMV.contents <- c + 1;
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cMV.contents <- c + 1;
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c
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c
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@ -5,7 +5,7 @@ module M = Metaenv
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exception Unequal (* todo, better exception *)
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exception Unequal (* todo, better exception *)
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let rec conv_tp (len : int) (v1 : V.value) (v2 : V.value) =
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let rec conv_tp (len : int) (v1 : V.value) (v2 : V.value) =
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match v1, v2 with
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match E.force v1, E.force v2 with
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| Type, Type -> ()
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| Type, Type -> ()
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| T0, T0 -> ()
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| T0, T0 -> ()
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| T1, T1 -> ()
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| T1, T1 -> ()
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@ -23,8 +23,10 @@ let rec conv_tp (len : int) (v1 : V.value) (v2 : V.value) =
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| Stuck (s1, Type), Stuck (s2, Type) -> conv_stuck len s1 s2
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| Stuck (s1, Type), Stuck (s2, Type) -> conv_stuck len s1 s2
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| _ -> raise Unequal
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| _ -> raise Unequal
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and conv_tr (len : int) (ty : V.value) (v1 : V.value) (v2 : V.value) =
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and conv_tr (len : int) (ty : V.value) (v1' : V.value) (v2' : V.value) =
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match ty with
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let v1 = E.force v1'
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and v2 = E.force v2' in
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match E.force ty with
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| Type -> conv_tp len v1 v2
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| Type -> conv_tp len v1 v2
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| T1 -> () (* unit η-law, this still requires evaluation :/ *)
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| T1 -> () (* unit η-law, this still requires evaluation :/ *)
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| T0 -> () (* might be nice, why not? *)
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| T0 -> () (* might be nice, why not? *)
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@ -45,6 +47,7 @@ and conv_tr (len : int) (ty : V.value) (v1 : V.value) (v2 : V.value) =
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| _ -> raise Unequal
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| _ -> raise Unequal
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end
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end
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(* does not need to force as things are forced in subsequent calls *)
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and conv_sp (len : int) (sp1 : V.spine) (sp2 : V.spine) =
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and conv_sp (len : int) (sp1 : V.spine) (sp2 : V.spine) =
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match sp1, sp2 with
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match sp1, sp2 with
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| (x1, i1, t1) :: xs1 , (x2, i2, t2) :: xs2 ->
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| (x1, i1, t1) :: xs1 , (x2, i2, t2) :: xs2 ->
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@ -55,6 +58,7 @@ and conv_sp (len : int) (sp1 : V.spine) (sp2 : V.spine) =
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| [] , [] -> ()
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| [] , [] -> ()
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| _ -> raise Unequal
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| _ -> raise Unequal
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(* does not force as it is called by functions which do force *)
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and conv_stuck (len : int) (s1 : V.stuck) (s2 : V.stuck) =
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and conv_stuck (len : int) (s1 : V.stuck) (s2 : V.stuck) =
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match s1, s2 with
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match s1, s2 with
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| Var (Lvl i), Var (Lvl j) -> if i == j then () else raise Unequal
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| Var (Lvl i), Var (Lvl j) -> if i == j then () else raise Unequal
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@ -8,8 +8,8 @@ open List
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let rec eval (env : V.env) (tr : T.term) =
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let rec eval (env : V.env) (tr : T.term) =
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match tr with
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match tr with
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| Var (Ix i) -> nth env i
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| Var (Ix i) -> nth env i
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| Meta (Mv i) -> V.Stuck (V.Meta (Mv i), M.getMetaType i)
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| Meta m -> V.Stuck (V.Meta m, M.getMetaType m)
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| InsMeta (Mv i, c) -> appEnv (V.Stuck (V.Meta (Mv i), M.getMetaType i)) c env
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| InsMeta (m, c) -> appEnv (V.Stuck (V.Meta m, M.getMetaType m)) c env
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| Type -> V.Type
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| Type -> V.Type
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| T0 -> V.T0
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| T0 -> V.T0
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| Ind0 (B b, t) -> ind0 env b (eval env t)
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| Ind0 (B b, t) -> ind0 env b (eval env t)
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@ -1,23 +1,33 @@
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module C = Common
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module C = Common
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module V = Value
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module V = Value
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open List
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module Mv =
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struct
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type t = C.meta
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let compare (C.Mv i1) (C.Mv i2) = Stdlib.compare i1 i2
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end
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module MvMap = Map.Make(Mv)
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type mentry
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type mentry
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= Unsolved of V.value (* type *)
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= Unsolved of V.value (* type *)
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| Solved of (V.value * V.value) (* solution : type *)
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| Solved of (V.value * V.value) (* solution : type *)
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let metaEntries : mentry list ref = ref []
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let metaEntries : mentry MvMap.t ref = ref MvMap.empty
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let getMetaEntry (i : int) =
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let getMetaEntry (m : C.meta) =
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nth (! metaEntries) i
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MvMap.find m !metaEntries
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let getMetaType (i : int) =
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let modMetaEntry (f : mentry MvMap.t -> mentry MvMap.t) =
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match getMetaEntry i with
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metaEntries.contents <- f !metaEntries
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(* TODO: if not found then insert new meta for the type somehow *)
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let getMetaType (m : C.meta) =
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match getMetaEntry m with
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| Unsolved ty -> ty
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| Unsolved ty -> ty
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| Solved (_, ty) -> ty
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| Solved (_, ty) -> ty
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let resolveMeta (Mv i : C.meta) =
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let resolveMeta (m : C.meta) =
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match getMetaEntry i with
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match getMetaEntry m with
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| Unsolved ty -> V.Stuck (V.Meta (Mv i), ty)
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| Unsolved ty -> V.Stuck (V.Meta m, ty)
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| Solved (tr, _) -> tr
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| Solved (tr, _) -> tr
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52
lib/Core/Renaming.ml
Normal file
52
lib/Core/Renaming.ml
Normal file
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@ -0,0 +1,52 @@
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module M = Metaenv
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module C = Common
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module V = Value
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module E = Eval
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module T = Term
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module Lvl =
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struct
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type t = V.lvl
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let compare (V.Lvl i1) (V.Lvl i2) = Stdlib.compare i1 i2
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end
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module LvlMap = Map.Make(Lvl)
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type pren =
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{ dom : int;
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cod : int;
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ren : V.lvl LvlMap.t;
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}
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exception InvertError
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let rec invert (len : int) (spine : V.spine) =
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match spine with
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| [] -> { dom = 0;
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cod = len;
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ren = LvlMap.empty
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}
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| (tr, _, _) :: xs ->
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match invert len xs with
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| { dom = dom; ren = ren; _ } ->
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match E.force tr with
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| V.Stuck (V.Var l, _) -> { dom = dom+1;
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cod = len;
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ren = LvlMap.add l (V.Lvl dom) ren;
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}
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| _ -> raise InvertError
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and rename (_ : C.meta) (_ : pren) (_ : V.value) = failwith "TODO: rename"
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(* use only explicit lambdas when solving metas *)
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and lams (len : int) (t : T.term) =
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if len == 0
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then t
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else T.Lam (C.Exp, T.B (lams (len-1) t))
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and solve (len : int) (m : C.meta) (sp : V.spine) (rhs : V.value) =
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let pren = invert len sp in
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let rhs' = rename m pren rhs in
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let solu = E.eval [] (lams pren.dom rhs') in
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let mety = M.getMetaType m in
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M.modMetaEntry (M.MvMap.add m (M.Solved (solu, mety)))
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