Variant on Tree, try not to expand too much
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@@ -69,10 +69,6 @@ tryEval k sp =
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-- Lennart needed more forcing for recursive nat,
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-- Lennart needed more forcing for recursive nat,
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forceType : Val -> M Val
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forceType : Val -> M Val
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forceType tm@(VRef fc nm def sp) =
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case !(tryEval nm sp) of
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Just tm => pure tm
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_ => pure tm
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forceType (VMeta fc ix sp) = case !(lookupMeta ix) of
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forceType (VMeta fc ix sp) = case !(lookupMeta ix) of
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(Unsolved x k xs _) => pure (VMeta fc ix sp)
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(Unsolved x k xs _) => pure (VMeta fc ix sp)
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(Solved k t) => vappSpine t sp >>= forceType
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(Solved k t) => vappSpine t sp >>= forceType
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@@ -57,7 +57,7 @@ be acc w k ((i, Line) :: xs) = (be (acc :< LINE i) w i xs)
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be acc w k ((i, (Text s)) :: xs) = (be (acc :< TEXT s) w (k + length s) xs)
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be acc w k ((i, (Text s)) :: xs) = (be (acc :< TEXT s) w (k + length s) xs)
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be acc w k ((i, (Nest j x)) :: xs) = be acc w k ((i+j,x)::xs)
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be acc w k ((i, (Nest j x)) :: xs) = be acc w k ((i+j,x)::xs)
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be acc w k ((i, (Seq x y)) :: xs) = be acc w k ((i,x) :: (i,y) :: xs)
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be acc w k ((i, (Seq x y)) :: xs) = be acc w k ((i,x) :: (i,y) :: xs)
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-- We're doing extra work here - the first branch should cut if it exhausts w before the first LINE
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-- We're doing extra work here - the first branch should cut if it exhausts w - k before the first LINE
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be acc w k ((i, (Alt x y)) :: xs) = acc <>> better w k (be [<] w k ((i,x)::xs))
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be acc w k ((i, (Alt x y)) :: xs) = acc <>> better w k (be [<] w k ((i,x)::xs))
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(be [<] w k ((i,y)::xs))
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(be [<] w k ((i,y)::xs))
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@@ -40,9 +40,10 @@ processDecl (TypeSig fc nm tm) = do
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putStrLn "TypeSig \{nm} \{show tm}"
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putStrLn "TypeSig \{nm} \{show tm}"
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ty <- check (mkCtx top.metas fc) tm (VU fc)
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ty <- check (mkCtx top.metas fc) tm (VU fc)
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putStrLn "got \{pprint [] ty}"
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putStrLn "got \{pprint [] ty}"
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ty' <- nf [] ty
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-- I was doing this previously, but I don't want to over-expand VRefs
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putStrLn "nf \{pprint [] ty'}"
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-- ty' <- nf [] ty
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modify $ setDef nm ty' Axiom
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-- putStrLn "nf \{pprint [] ty'}"
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modify $ setDef nm ty Axiom
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processDecl (PType fc nm ty) = do
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processDecl (PType fc nm ty) = do
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ctx <- get
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ctx <- get
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@@ -462,7 +462,7 @@ debug x = do
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export
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export
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info : FC -> String -> M ()
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info : FC -> String -> M ()
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info fc msg = putStrLn "INFO at \{show fc}: \{show msg}"
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info fc msg = putStrLn "INFO at \{show fc}: \{msg}"
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||| Version of debug that makes monadic computation lazy
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||| Version of debug that makes monadic computation lazy
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export
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export
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@@ -1,9 +1,11 @@
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module Test1
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module Test1
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-- This is not total
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nat : U
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nat : U
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nat = {C : U} -> C -> (nat -> C) -> C
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nat = {C : U} -> C -> (nat -> C) -> C
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-- TESTCASE This was broken when I wasn't expanding Ref ty in check
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-- TESTCASE This was broken when I wasn't expanding Ref ty in check
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-- Also broken when I tried to put Def in VRef
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-- Also broken when I tried to put Def in VRef
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-- Broken if I don't `nf` the type of a function before putting in TopContext
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succ : nat -> nat
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succ : nat -> nat
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succ = \n => \ z s => s n
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succ = \n => \ z s => s n
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110
tests/aside/Tree2.newt
Normal file
110
tests/aside/Tree2.newt
Normal file
@@ -0,0 +1,110 @@
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-- This needs to solve at a pi-type and the constraint has it applied..
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module Tree2
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-- https://youtu.be/v2yXrOkzt5w?t=3013
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data Nat : U where
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Z : Nat
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S : Nat -> Nat
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data Unit : U where
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MkUnit : Unit
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data Void : U where
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infixl 4 _+_
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data _+_ : U -> U -> U where
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inl : {A B : U} -> A -> A + B
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inr : {A B : U} -> B -> A + B
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infix 4 _<=_
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_<=_ : Nat -> Nat -> U
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Z <= y = Unit
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S x <= Z = Void
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S x <= S y = x <= y
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cmp : (x y : Nat) -> (x <= y) + (y <= x)
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cmp Z y = inl MkUnit
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cmp (S z) Z = inr MkUnit
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cmp (S x) (S y) = cmp x y
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-- 53:21
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data Bnd : U where
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Bot : Bnd
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N : Nat -> Bnd
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Top : Bnd
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infix 4 _<<=_
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_<<=_ : Bnd -> Bnd -> U
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Bot <<= _ = Unit
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N x <<= N y = x <= y
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_ <<= Top = Unit
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_ <<= _ = Void
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data Intv : Bnd -> Bnd -> U where
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intv : {l u : Bnd} (x : Nat) (lx : l <<= N x) (xu : N x <<= u) -> Intv l u
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data T23 : Bnd -> Bnd -> Nat -> U where
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leaf : {l u : Bnd} {h : Nat} (lu : l <<= u) -> T23 l u Z
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node2 : {l u : Bnd} {h : Nat} (x : _)
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(tlx : T23 l (N x) h) (txu : T23 (N x) u h) ->
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T23 l u (S h)
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node3 : {l u : Bnd} {h : Nat} (x y : _)
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(tlx : T23 l (N x) h) (txy : T23 (N x) (N y) h) (tyu : T23 (N y) u h) ->
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T23 l u (S h)
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-- 56:
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infixl 5 _*_
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infixr 1 _,_
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data Sg : (A : U) -> (A -> U) -> U where
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_,_ : {A : U} {B : A -> U} -> (a : A) -> B a -> Sg A B
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-- Accidentally defined this as a separate data because I was
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-- guessing the def behind _*_. I get an unsolved meta below if
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-- I define in terms of Sg.
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-- It's meta applied to too many args. I think the root issue is that
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-- _*_ gets expanded early and then \ _ => B a =?= ?meta a isn't solvable
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-- but if it was A * B =?= A * ?meta we could say A =?= A, B =?= ?meta without expanding
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_*_ : U -> U -> U
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A * B = Sg A (\ _ => B)
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-- data _*_ : (A B : U) -> U where
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-- _,_ : {A B : U} -> A -> B -> A * B
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TooBig : Bnd -> Bnd -> Nat -> U
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TooBig l u h = Sg Nat (\ x => (T23 l (N x) h) * (T23 (N x) u h))
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insert : {h : Nat} {l u : Bnd} -> Intv l u -> T23 l u h -> TooBig l u h + T23 l u h
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-- Agda is yellow here, needs h = x on each leaf
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-- The second arg to the second _,_ is unsolved and pi-typed
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insert (intv x lx xu) (leaf lu) = inl (x , (leaf {_} {_} {x} lx , leaf {_} {_} {x} xu))
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insert (intv x lx xu) (node2 y tly tyu) = case cmp x y of
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-- u := N y is not solved at this time
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inl xy => case insert (intv {_} {N y} x lx xy) tly of
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inl (z , (tlz , tzy)) => inr (node3 z y tlz tzy tyu)
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inr tly' => inr (node2 y tly' tyu)
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inr yx => case insert (intv {N y} x yx xu) tyu of
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inl (z , (tyz , tzu)) => inr (node3 y z tly tyz tzu)
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inr tyu' => inr (node2 y tly tyu')
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insert (intv x lx xu) (node3 y z tly tyz tzu) = case cmp x y of
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inl xy => case insert (intv {_} {N y} x lx xy) tly of
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-- TODO Here a meta is applied to an extra argument, if we ignore that
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-- constraint we get a better one later - _but_ we probably need to check
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-- the constraint later.
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inl (v , (tlv , tvy)) => inl (y , (node2 v tlv tvy , node2 z tyz tzu))
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inr tly' => inr (node3 y z tly' tyz tzu)
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inr yx => case cmp x z of
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inl xz => case insert (intv {N y} {N z} x yx xz) tyz of
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inl (w , (tyw , twz)) => inl (w , (node2 y tly tyw , node2 z twz tzu))
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inr tyz' => inr (node3 y z tly tyz' tzu)
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inr zx => case insert (intv {N z} x zx xu) tzu of
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inl (w , (tzw , twu)) => inl (z , (node2 y tly tyz , node2 w tzw twu))
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inr tzu' => inr (node3 y z tly tyz tzu')
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