| Portability | NoMonomorphismRestriction |
|---|---|
| Stability | experimental |
| Maintainer | Matthew Mirman <mmirman@andrew.cmu.edu> |
| Safe Haskell | None |
Control.Monad.Imperative.Operators
Description
Some predefined operators for the imperative monad.
- (+=:) :: (HasValue r (V k r) i, Num b) => V TyVar r b -> V k r b -> MIO i r ()
- (-=:) :: (HasValue r (V k r) i, Num b) => V TyVar r b -> V k r b -> MIO i r ()
- (*=:) :: (HasValue r (V k r) i, Num b) => V TyVar r b -> V k r b -> MIO i r ()
- (%=:) :: (HasValue r (V k r) i, Integral b) => V TyVar r b -> V k r b -> MIO i r ()
- (<.) :: (Ord c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r Bool
- (<=.) :: (Ord c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r Bool
- (>=.) :: (Ord c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r Bool
- (>.) :: (Ord c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r Bool
- (==.) :: (Eq c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r Bool
- (+.) :: (Num c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r c
- (*.) :: (Num c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r c
- (-.) :: (Num c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r c
- (%.) :: (Integral c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r c
- (/.) :: (HasValue r (V b1 r) i, HasValue r (V b2 r) i, Fractional c) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r c
- (&&.) :: (HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r Bool -> V b2 r Bool -> V (TyComp i TyVal) r Bool
- (||.) :: (HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r Bool -> V b2 r Bool -> V (TyComp i TyVal) r Bool
- (~.) :: HasValue r (V b r) i => V b r Bool -> V (TyComp i TyVal) r Bool
- liftOp2 :: (HasValue r (V b1 r) i, HasValue r (V b2 r) i) => (a -> b -> c) -> V b1 r a -> V b2 r b -> V (TyComp i TyVal) r c
Documentation
(<.) :: (Ord c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r BoolSource
(<=.) :: (Ord c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r BoolSource
(>=.) :: (Ord c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r BoolSource
(>.) :: (Ord c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r BoolSource
(==.) :: (Eq c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r BoolSource
(+.) :: (Num c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r cSource
(*.) :: (Num c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r cSource
(-.) :: (Num c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r cSource
(%.) :: (Integral c, HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r cSource
(/.) :: (HasValue r (V b1 r) i, HasValue r (V b2 r) i, Fractional c) => V b1 r c -> V b2 r c -> V (TyComp i TyVal) r cSource
(&&.) :: (HasValue r (V b1 r) i, HasValue r (V b2 r) i) => V b1 r Bool -> V b2 r Bool -> V (TyComp i TyVal) r BoolSource