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partial implementation of KappaAbs/KappaApp in Coq code
[coq-hetmet.git]
/
examples
/
Demo.hs
diff --git
a/examples/Demo.hs
b/examples/Demo.hs
index
bb3bf17
..
7a6aee8
100644
(file)
--- a/
examples/Demo.hs
+++ b/
examples/Demo.hs
@@
-3,11
+3,11
@@
module Demo (demo) where
{-
demo const mult =
{-
demo const mult =
- <[ \y ->
+ <{ \y ->
~~mult
(~~mult y y)
(~~mult y y)
~~mult
(~~mult y y)
(~~mult y y)
- ]>
+ }>
-}
-}
@@
-17,23
+17,23
@@
demo const mult =
{-
demo const mult =
{-
demo const mult =
- <[ \y ->
+ <{ \y ->
~~mult
(~~mult (~~mult y y) (~~mult y y))
(~~mult (~~mult y y) (~~mult y y))
~~mult
(~~mult (~~mult y y) (~~mult y y))
(~~mult (~~mult y y) (~~mult y y))
- ]>
+ }>
-}
{-
demo const mult =
-}
{-
demo const mult =
- <[ \y -> ~~(foo 4) ]>
+ <{ \y -> ~~(foo 4) }>
where
foo 0 = const (12::Int)
where
foo 0 = const (12::Int)
- foo n = <[ let bar = ~~(foo (n-1))
+ foo n = <{ let bar = ~~(foo (n-1))
in ~~mult bar bar
in ~~mult bar bar
- ]>
+ }>
-}
-}
@@
-41,12
+41,12
@@
demo const mult =
{-
demo const mult =
{-
demo const mult =
- <[ \y -> ~~(foo 3) ]>
+ <{ \y -> ~~(foo 3) }>
where
foo 0 = const (12::Int)
where
foo 0 = const (12::Int)
- foo n = <[ let recurs = ~~(foo (n-1))
+ foo n = <{ let recurs = ~~(foo (n-1))
in ~~mult recurs recurs
in ~~mult recurs recurs
- ]>
+ }>
-}
-}
@@
-55,9
+55,9
@@
demo const mult =
demo const mult =
demo const mult =
- <[ \y ->
+ <{ \y ->
let foo = ~~mult (~~mult foo (~~mult y foo)) y
let foo = ~~mult (~~mult foo (~~mult y foo)) y
- in foo ]>
+ in foo }>
@@
-72,12
+72,12
@@
demo const mult =
{-
demo const mult =
{-
demo const mult =
- <[ \y -> ~~(foo 2 <[y]>) ]>
+ <{ \y -> ~~(foo 2 <{y}>) }>
where
foo 0 y = const (12::Int)
where
foo 0 y = const (12::Int)
- foo n y = <[ let recurs = ~~(foo (n-1) y)
+ foo n y = <{ let recurs = ~~(foo (n-1) y)
in ~~mult recurs recurs
in ~~mult recurs recurs
- ]>
+ }>
-}
-}
@@
-120,40
+120,40
@@
demo const mult =
--- demo const mult = <[ \(y::Int) -> ~~mult y ~~(const 12) ]>
--- demo' n = <[ ~~mult ~~(demo' (n-1)) ~~(demo' (n-1)) ]>
+-- demo const mult = <{ \(y::Int) -> ~~mult y ~~(const 12) }>
+-- demo' n = <{ ~~mult ~~(demo' (n-1)) ~~(demo' (n-1)) }>
-- golden
{-
demo const mult =
-- golden
{-
demo const mult =
- <[ \y ->
+ <{ \y ->
let twelve = ~~mult twelve y
let twelve = ~~mult twelve y
- in twelve ]>
+ in twelve }>
-}
{-
demo const mult =
-}
{-
demo const mult =
- <[ \y -> let y = ~~(const 4) in ~~mult (~~mult y y) (~~mult y y) ]>
+ <{ \y -> let y = ~~(const 4) in ~~mult (~~mult y y) (~~mult y y) }>
-}
{-
demo const mult =
-}
{-
demo const mult =
- <[ \(y::Int) ->
+ <{ \(y::Int) ->
let four = ~~mult four ~~(const 4)
-- twelve = {- {- ~~mult four -} ~~(const 12) -} four
in four
let four = ~~mult four ~~(const 4)
-- twelve = {- {- ~~mult four -} ~~(const 12) -} four
in four
- ]>
+ }>
-}
demo ::
forall c .
-}
demo ::
forall c .
- (Int -> <[Int]>@c) ->
- <[Int -> Int -> Int]>@c ->
- <[Int -> Int]>@c
+ (Int -> <{Int}>@c) ->
+ <{Int -> Int -> Int}>@c ->
+ <{Int -> Int}>@c
{-
demo const mult =
{-
demo const mult =
- <[ let twelve = ~~(const (12::Int))
+ <{ let twelve = ~~(const (12::Int))
in let four = ~~(const (4::Int))
in let four = ~~(const (4::Int))
- in ~~mult four twelve ]>
+ in ~~mult four twelve }>
-}
{-
-}
{-
@@
-161,11
+161,11
@@
demo const mult = demo' 3
where
demo' 0 = const 12
demo' 1 = const 12
where
demo' 0 = const 12
demo' 1 = const 12
- demo' n = <[ ~~mult ~~(demo' (n-1)) ~~(demo' (n-2)) ]>
+ demo' n = <{ ~~mult ~~(demo' (n-1)) ~~(demo' (n-2)) }>
-}
-- BUG
-}
-- BUG
---demo const mult = <[ \y -> ~~(demo' 0) ]>
+--demo const mult = <{ \y -> ~~(demo' 0) }>
-- where
-- demo' 0 = const 4
-- demo' n = const 4
-- where
-- demo' 0 = const 4
-- demo' n = const 4