look through substitutions in Q.S.T.Split

This commit is contained in:
rhiannon morris 2023-02-26 11:24:28 +01:00
parent e896b24f58
commit 8447098f28
2 changed files with 85 additions and 35 deletions

View file

@ -107,8 +107,8 @@ mutual
prettyM (Sig s (S [x] t)) =
prettyBindType {q} [] x s !timesD t
prettyM (Pair s t) =
let GotPairs {init, last, _} = getPairs t in
prettyTuple $ s :: init ++ [last]
let GotPairs {init, last, _} = getPairs' [< s] t in
prettyTuple $ toList $ init :< last
prettyM (Enum tags) =
pure $ delims "`{" "}" . aseparate comma $ map prettyTag $
Prelude.toList tags

View file

@ -72,14 +72,23 @@ record GetArgs q d n where
args : List (Term q d n)
0 notApp : NotApp fun
export
mutual
export %inline
getArgs' : Elim q d n -> List (Term q d n) -> GetArgs q d n
getArgs' fun args = case nchoose $ isApp fun of
getArgs' fun0 args =
let Element fun nc = pushSubsts fun0 in
getArgsNc (assert_smaller fun0 fun) args
private
getArgsNc : (e : Elim q d n) -> (0 nc : NotClo e) =>
List (Term q d n) -> GetArgs q d n
getArgsNc fun args = case nchoose $ isApp fun of
Left y => let f :@ a = fun in getArgs' f (a :: args)
Right n => GotArgs {fun, args, notApp = n}
||| splits an application into its head and arguments. if it's not an
||| application then the list is just empty
||| application then the list is just empty.
||| looks through substitutions for applications.
export %inline
getArgs : Elim q d n -> GetArgs q d n
getArgs e = getArgs' e []
@ -98,9 +107,17 @@ record GetDArgs q d n where
args : List (Dim d)
0 notDApp : NotDApp fun
export
mutual
export %inline
getDArgs' : Elim q d n -> List (Dim d) -> GetDArgs q d n
getDArgs' fun args = case nchoose $ isDApp fun of
getDArgs' fun0 args =
let Element fun nc = pushSubsts fun0 in
getDArgsNc (assert_smaller fun0 fun) args
private
getDArgsNc : (e : Elim q d n) -> (0 nc : NotClo e) =>
List (Dim d) -> GetDArgs q d n
getDArgsNc fun args = case nchoose $ isDApp fun of
Left y => let f :% d = fun in getDArgs' f (d :: args)
Right n => GotDArgs {fun, args, notDApp = n}
@ -144,11 +161,22 @@ record GetLams q d n where
0 eq : lams + n = rest
0 notLam : NotLam body
export
mutual
export %inline
getLams' : forall lams, rest.
Vect lams BaseName -> Term q d rest -> (0 eq : lams + n = rest) ->
GetLams q d n
getLams' xs s Refl = case nchoose $ isLam s of
getLams' xs s0 eq =
let Element s nc = pushSubsts s0 in
getLamsNc xs (assert_smaller s0 s) eq
private
getLamsNc : forall lams, rest.
Vect lams BaseName ->
(t : Term q d rest) -> (0 nc : NotClo t) =>
(0 eq : lams + n = rest) ->
GetLams q d n
getLamsNc xs s Refl = case nchoose $ isLam s of
Left y => let Lam (S [x] body) = s in
getLams' (x :: xs) (assert_smaller s body.term) Refl
Right n => GotLams xs s Refl n
@ -167,11 +195,22 @@ record GetDLams q d n where
0 eq : lams + d = rest
0 notDLam : NotDLam body
export
mutual
export %inline
getDLams' : forall lams, rest.
Vect lams BaseName -> Term q rest n -> (0 eq : lams + d = rest) ->
GetDLams q d n
getDLams' is s Refl = case nchoose $ isDLam s of
getDLams' xs s0 eq =
let Element s nc = pushSubsts s0 in
getDLamsNc xs (assert_smaller s0 s) eq
private
getDLamsNc : forall lams, rest.
Vect lams BaseName ->
(t : Term q rest n) -> (0 nc : NotClo t) =>
(0 eq : lams + d = rest) ->
GetDLams q d n
getDLamsNc is s Refl = case nchoose $ isDLam s of
Left y => let DLam (S [i] body) = s in
getDLams' (i :: is) (assert_smaller s body.term) Refl
Right n => GotDLams is s Refl n
@ -184,14 +223,25 @@ getDLams s = getDLams' [] s Refl
public export
record GetPairs q d n where
constructor GotPairs
init : List $ Term q d n
init : SnocList $ Term q d n
last : Term q d n
notPair : NotPair last
mutual
export %inline
getPairs' : SnocList (Term q d n) -> Term q d n -> GetPairs q d n
getPairs' ss t0 =
let Element t nc = pushSubsts t0 in getPairsNc ss (assert_smaller t0 t)
private
getPairsNc : SnocList (Term q d n) ->
(t : Term q d n) -> (0 nc : NotClo t) =>
GetPairs q d n
getPairsNc ss t = case nchoose $ isPair t of
Left y => let Pair s t = t in
getPairs' (ss :< s) t
Right n => GotPairs ss t n
export
getPairs : Term q d n -> GetPairs q d n
getPairs t = case nchoose $ isPair t of
Left y =>
let Pair s t = t; GotPairs ts t np = getPairs t in
GotPairs (s :: ts) t np
Right n => GotPairs [] t n
getPairs = getPairs' [<]