Safe Haskell | None |
---|---|
Language | Haskell2010 |
- class (Complexable c, Fractional e, Element e) => Container c e
- class Storable a => Element a
- class HShape sh where
- type HType sh :: * -> *
- toRepa :: Numeric t => HType sh t -> Array F sh t
- fromRepa :: Numeric t => Array F sh t -> HType sh t
- fromRepaS :: Numeric t => Array D sh t -> HType sh t
- fromRepaSIO :: Numeric t => Array D sh t -> IO (HType sh t)
- fromRepaP :: (Numeric t, Monad m) => Array D sh t -> m (HType sh t)
- fromRepaPIO :: Numeric t => Array D sh t -> IO (HType sh t)
- hv2repa :: Storable t => Vector t -> Array F DIM1 t
- repa2hv :: Storable t => Array F DIM1 t -> Vector t
- repa2hvS :: Storable t => Array D DIM1 t -> Vector t
- repa2hvSIO :: Storable t => Array D DIM1 t -> IO (Vector t)
- repa2hvP :: (Storable t, Monad m) => Array D DIM1 t -> m (Vector t)
- repa2hvPIO :: Storable t => Array D DIM1 t -> IO (Vector t)
- hm2repa :: (Storable t, Container Vector t, Element t) => Matrix t -> Array F DIM2 t
- repa2hm :: Storable t => Array F DIM2 t -> Matrix t
- repa2hmS :: Storable t => Array D DIM2 t -> Matrix t
- repa2hmSIO :: Storable t => Array D DIM2 t -> IO (Matrix t)
- repa2hmP :: (Storable t, Monad m) => Array D DIM2 t -> m (Matrix t)
- repa2hmPIO :: Storable t => Array D DIM2 t -> IO (Matrix t)
Documentation
class (Complexable c, Fractional e, Element e) => Container c e
Basic element-by-element functions for numeric containers
size', scalar', conj', scale', scaleRecip, addConstant, add, sub, mul, divide, equal, arctan2', cmap', konst', build', atIndex', minIndex', maxIndex', minElement', maxElement', sumElements', prodElements', step', cond', find', assoc', accum'
Supported matrix elements.
This class provides optimized internal
operations for selected element types.
It provides unoptimised defaults for any Storable
type,
so you can create instances simply as:
instance Element Foo
Shape-polymorphic conversion.
toRepa :: Numeric t => HType sh t -> Array F sh t Source
fromRepa :: Numeric t => Array F sh t -> HType sh t Source
fromRepaS :: Numeric t => Array D sh t -> HType sh t Source
fromRepaSIO :: Numeric t => Array D sh t -> IO (HType sh t) Source
fromRepaP :: (Numeric t, Monad m) => Array D sh t -> m (HType sh t) Source
fromRepaPIO :: Numeric t => Array D sh t -> IO (HType sh t) Source
Vector conversion utilities
hv2repa :: Storable t => Vector t -> Array F DIM1 t Source
O(1). Convert a HMatrix Vector to a Repa Array.
repa2hv :: Storable t => Array F DIM1 t -> Vector t Source
O(1). Convert a Repa Array to a HMatrix Vector.
repa2hvS :: Storable t => Array D DIM1 t -> Vector t Source
Convert a delayed Repa Array to a HMatrix Vector, evaluating it sequentially.
repa2hvSIO :: Storable t => Array D DIM1 t -> IO (Vector t) Source
O(1). Convert a Repa Array to a HMatrix Vector sequentially inside the IO monad.
repa2hvP :: (Storable t, Monad m) => Array D DIM1 t -> m (Vector t) Source
Convert a delayed Repa Array to a HMatrix Vector, evaluating it in parallel.
repa2hvPIO :: Storable t => Array D DIM1 t -> IO (Vector t) Source
O(1). Convert a Repa Array to a HMatrix Vector in parallel inside the IO monad.
Matrix conversion utilities
hm2repa :: (Storable t, Container Vector t, Element t) => Matrix t -> Array F DIM2 t Source
O(1). Convert a HMatrix Matrix to a Repa Array.
repa2hm :: Storable t => Array F DIM2 t -> Matrix t Source
O(1). Convert a Repa Array to a HMatrix Matrix.
repa2hmS :: Storable t => Array D DIM2 t -> Matrix t Source
Convert a delayed Repa Array to a HMatrix Matrix, evaluating it sequentially.
repa2hmSIO :: Storable t => Array D DIM2 t -> IO (Matrix t) Source
O(1). Convert a Repa Array to a HMatrix Matrix sequentially inside the IO monad.