Quite a few more bang files for testing.

bsrc/Control/Monad.bs

@@ -0,0 +1,132 @@
+module Control.Monad
+
+import Data.Number
+
+export class Monad m {
+  (>>=)(left :: m a, right :: a -> m b) :: m b;
+  (>>)(left :: m a, right :: m b) :: m b = left >>= (\ _ -> right)
+  return(a :: a) :: m a;
+}
+
+export restrict(Monad m) mapM(f :: a -> m b, ls :: [a]) :: m [b]
+{
+  case ls {
+    []       -> return([]);
+    (x:rest) -> return((:) `ap` f x `ap` mapM(f,rest));
+  }
+}
+
+export restrict(Monad m) mapM_(f :: a -> m b, ls :: [a]) :: m ()
+{
+  case ls {
+    []       -> return ();
+    (x:rest) -> f(x) >> mapM_(f,rest);
+}
+
+export restrict(Monad m) forM(ls :: [a], f :: a -> m b) :: m [b] = mapM(ls, f);
+export restrict(Monad m) forM_(ls :: [a], f :: a -> m b) :: m () = mapM_(ls, f);
+
+export restrict(Monad m) sequence(lsM :: [m a]) :: m [a]
+{
+  case lsM {
+    []       -> return([]);
+    (x:rest) -> return((:) `ap` x `ap` sequence(rest));
+}
+
+export restrict(Monad m) sequence_(lsM :: [m a]) :: m ()
+{
+  case lsM {
+    []       -> return(());
+    (x:rest) -> x >> sequence(rest);
+}
+
+export restrict(Monad m)
+(=<<)(cont :: a -> m b, start :: m a) :: m b
+  = start >>= cont;
+
+export restrict(Monad m) 
+(>=>)(left :: a -> m b, right :: b -> m c, x :: a) :: m c
+{
+  step1 = left x
+  right step1
+}
+
+export restrict(Monad m)
+(<=<)(right :: b -> m c, left :: a -> m b, x :: a) :: m c
+  = (>=>)(left,right,x)
+
+export restrict(Monad m) forever(action :: m a) :: m b
+  = action >> forever(action)
+
+export restrict(Monad m) void(action :: m a) :: m () = action >> return(())
+
+export restrict(Monad m) join(actionM :: m (m a)) :: m a
+{
+  val = actionM;
+  return(val);
+}
+
+export restrict(Monad m) filterM(f :: a -> m Bool, xs :: [a]) :: m [a]
+{
+  case xs {
+    []       -> return(());
+    (x:rest) -> if f(x)
+                  then return(x:) `ap` filterM(f,rest)
+                  else filterM(f,rest);
+  }
+}
+
+export restrict(Monad m) foldM(f :: a -> b -> m a, base :: a, xs :: [b]) :: m a
+{
+  case xs {
+    []       -> return(base);
+    (x:rest) -> {
+         newbase = f(base,x);
+         foldM(f,newbase,rest);
+      }
+}
+
+export restrict(Monad m) foldM_(f :: a -> b -> m a, base :: a, xs :: [b]) ::m ()
+{
+  case xs {
+    []       -> return(());
+    (x:rest) -> {
+        newbase = f(base,x);
+        foldM_(f,newbase,rest);
+    }
+}
+
+export restrict(Monad m, Unsigned u)
+replicateM(count :: u, action :: m a) :: m [a]
+{
+  if count == 0
+    then return([])
+    else return( return((:)) `ap` action `ap` replicateM(count-1,action) );
+}
+
+export restrict(Monad m, Unsigned u)
+replicateM_(count :: u, action :: m a) :: m ()
+{
+  if count == 0
+    then return(())
+    else action >> replicateM_(count - 1, action);
+}
+
+export restrict(Monad m) ap(mf :: m (a -> b), ma :: m a) :: m b
+{
+  func <- mf
+  a    <- ma
+  return(func(a));
+}
+
+export restrict(Monad m) liftM(f :: a -> b, ma :: m a) :: m b
+  = return f `ap` ma
+export restrict(Monad m) liftM2(f :: a -> b -> c, ma :: m a, mb :: m b) :: m c
+  = return f `ap` ma `ap` mb
+export restrict(Monad m) liftM3(f :: a -> b -> c -> d,
+                                ma :: m a, mb :: m b, mc :: m c)
+  = return f `ap` ma `ap` mb `ap` mc
+export restrict(Monad m) liftM4(f :: a -> b -> c -> d -> e,
+                                ma :: m a, mb :: m b, mc :: m c, md :: m d)
+  = return f `ap` ma `ap` mb `ap` mc
+

bsrc/Data/Bool.bs

@@ -0,0 +1,11 @@
+module Data.Bool
+
+datatype Bool = True | False;
+
+export (&)(x :: Bool, y :: Bool) :: Bool = prim%and;
+export (|)(x :: Bool, y :: Bool) :: Bool = prim%or;
+export (^)(x :: Bool, y :: Bool) :: Bool = prim%xor;
+export (not)(x :: Bool) :: Bool = prim%not;
+export otherwise :: Bool = True;
+
+

bsrc/Data/List.bs

@@ -7,42 +7,49 @@ export datatype List a =
 
 export (++)(a :: [a], b :: [a]) :: [a]
 {
-  case a of
-    []       -> b
-    (af:ar)  -> case b of
-                  [] -> a
-                  _  -> af:(ar ++ b)
+  case a {
+    []       -> b;
+    (af:ar)  ->
+      case b {
+        [] -> a;
+        _  -> af:(ar ++ b);
+      }
+  }
 };
 
 export null(ls :: [a]) :: Bool
 {
-  case ls of
-    [] -> True
-    _  -> False
+  case ls {
+    [] -> True;
+    _  -> False;
+  }
 };
 
 export length(ls :: [a]) :: Int
 {
-  case ls of
-    []     -> 0
-    _:rest -> length(rest)
+  case ls {
+    []       -> 0;
+    (_:rest) -> 1 + length(rest);
+  }
 };
 
 export reverse(ls :: [a]) :: [a]
 {
-  helper(xs,acc) = {
-    case xs of
-      []       -> acc
-      (a:rest) -> helper(rest, (a:acc))
+  let helper(xs,acc) = {
+    case xs {
+      []       -> acc;
+      (a:rest) -> helper(rest, (a:acc));
     }
+  };
 
   helper(ls, []);
 };
 
 export restrict(Eq a) find(f :: a -> Bool, ls :: [a]) :: Maybe a
 {
-  case ls of
-    []             -> False
-    (a:_)    | f a -> a
-    (_:rest)       -> find(f, rest)
+  case ls {
+    []              -> False;
+    (a:_)    | f(a) -> a;
+    (_:rest)        -> find(f, rest);
+  }
 };

bsrc/Data/Number.bs

@@ -0,0 +1,93 @@
+module Data.Number
+
+import Data.Object
+
+export restrict(Eq a) Num a {
+  (+)(x :: a, y :: a) :: a;
+  (*)(x :: a, y :: a) :: a;
+  (-)(x :: a, y :: a) :: a;
+};
+
+export restrict(Num a) Signed a {
+  negate(x :: a) :: a;
+  abs(x :: a) :: a;
+  signum(x :: a) :: a;
+};
+
+export restrict(Num a) Unsigned a {
+};
+
+export class Bounded a {
+  minBound :: a;
+  maxBound :: a;
+};
+
+export datatype Ordering = Before | Equal | After;
+
+export class restrict(Eq a) Ord a {
+  compare(_ :: a, _ :: a) :: Ordering;
+
+  (<)(x :: a, y :: b) :: Bool
+  {
+    case compare(x,y) {
+      Before -> True;
+      _      -> False;
+    }
+  }
+
+  (>)(x :: a, y :: b) :: Bool
+  {
+    case compare(x,y) {
+      After -> True;
+      _     -> False;
+    }
+  }
+
+  (<=)(x :: a, y :: b) :: Bool
+  {
+    case compare(x,y) {
+      After -> False;
+      _     -> True;
+    }
+  }
+
+  (>=)(x :: a, y :: b) :: Bool
+  {
+    case compare(x,y) {
+      Before -> False;
+      _      -> True;
+    }
+  }
+
+  max(x :: a, y :: b)  :: a
+  {
+    case compare(x,y) {
+      Before -> y;
+      _      -> x;
+    }
+  }
+
+  min(x :: a, y :: b)  :: b
+  {
+    case compare(x,y) {
+      After  -> y;
+      _      -> x;
+  }
+}
+
+export class Enum a {
+  succ(a) :: a;
+  pred(a) :: a;
+  toEnum(Integer) :: a;
+  fromEnum(a) :: Integer;
+  enumFromTo(a, a) :: [a];
+  enumFromThenTo(a, a, a) :: [a];
+}
+
+export restrict(Ord a, Num a)
+createEnum(s :: a, e :: a, m :: a) :: [a] = s : createEnum(s + m, e, m);
+
+export restrict(Ord a, Num a)
+diff(x :: a, y :: a) :: a = if x > y then x - y else y - x;
+
+

bsrc/Data/Number/Machine.bs

@@ -0,0 +1,106 @@
+module Data.Number.Machine
+
+type Int = prim%Int;
+type Word = prim%Word;
+
+export instance Eq Int {
+  (==)(x,y) = prim%inteq(x,y);
+  (/=)(x,y) = prim%intneq(x,y);
+}
+
+export instance Eq Word {
+  (==)(x,y) = prim%wordeq(x,y);
+  (/=)(x,y) = prim%wordneq(x,y);
+}
+
+export instance Num Int {
+  (+)(x,y) = prim%intplus(x,y);
+  (-)(x,y) = prim%intminus(x,y);
+  (*)(x,y) = prim%intmult(x,y);
+}
+
+export instance Num Word {
+  (+)(x,y) = prim%wordplus(x,y);
+  (-)(x,y) = prim%wordminus(x,y);
+  (*)(x,y) = prim%wordmult(x,y);
+}
+
+export instance Signed Int {
+  negate = prim%intnegate;
+  abs    = prim%intabs;
+  signum(x) = case x {
+                _ | x < 0     -> -1;
+                  | x == 0    ->  0;
+                  | otherwise -> 1;
+              }
+}
+
+export instance Unsigned Word;
+
+export instance Bounded Int {
+  minBound = prim%intminbound;
+  maxBound = prim%intmaxbound;
+}
+
+export instance Bounded Word {
+  minBound = 0;
+  maxBound = prim%wordmaxbound;
+}
+
+export instance Ord Int {
+  compare(x,y) = if x == y
+                   then Equal
+                   else if x < y
+                           then Before
+                           else After
+  (<) = prim%intlt
+  (<=) = prim%intlte
+  (>)  = prim%intgt
+  (>=) = prim%intgte
+  max(x,y) = if x > y then x else y;
+  min(x,y) = if x < y then x else y;
+}
+
+export instance Ord Word {
+  compare(x,y) = if x == y
+                   then Equal
+                   else if x < y
+                           then Before
+                           else After
+  (<)  = prim%wordlt
+  (<=) = prim%wordlte
+  (>)  = prim%wordgt
+  (>=) = prim%wordgte
+  max(x,y) = if x > y then x else y;
+  min(x,y) = if x < y then x else y;
+}
+
+export instance Enum Int {
+  succ(x) = x + 1;
+  pred(x) = x - 1;
+  toEnum(x) = if x > safeConvert(maxBound :: Int)
+                then maxBound
+                else if x < safeConvert(minBound :: Int)
+                       then minBound
+                       else unsafeConvert(x)
+  fromEnum(x) = safeConvert(x)
+  enumFromTo(x,y) = if x > y then createEnum(x,y,-1) else createEnum(x,y,1);
+  enumFromThenTo(x,y) = let direction = if x > y then -1 else 1
+                            amt       = diff x y
+                        in createEnum(x,y,amt * direction)
+}
+
+export instance Enum Word {
+  succ(x) = x + 1;
+  pred(x) = x - 1;
+  toEnum(x) = if x > safeConvert(maxBound :: Word)
+                then maxBound
+                else if x < safeConvert(minBound :: Word)
+                       then minBound
+                       else unsafeConvert(x)
+  fromEnum(x) = safeConvert(x)
+  enumFromTo(x,y) = if x > y then createEnum(x,y,-1) else createEnum(x,y,1);
+  enumFromThenTo(x,y) = let direction = if x > y then -1 else 1
+                            amt       = diff x y
+                        in createEnum(x,y,amt * direction)
+}

bsrc/Data/Object.bs

@@ -0,0 +1,27 @@
+module Data.Object
+
+import Data.Bool;
+
+export eq(x :: a, y :: a) :: Bool = prim%eq(x,y);
+
+class Eq a {
+  (==)(x :: a, y :: a) :: Bool = not (x /= y);
+  (/=)(x :: a, y :: a) :: Bool = not (x == y);
+}
+
+instance Eq () {
+  (==)(x,y) = True;
+  (/=)(x,y) = False;
+}
+
+instance Eq Bool {
+  (/=)(x,y) = x ^ y;
+}
+
+class SafelyConvertable a b {
+  safeConvert :: a -> b;
+}
+
+class UnsafelyConvertable a b {
+  unsafeConvert :: a -> b;
+}