Language.Paraiso.OM.Builder

A monadic library to build dataflow graphs for OM. This module just exports a set of chosen symbols from Internal.

Documentation

type Builder vector gauge anot val = State (BuilderState vector gauge anot) val

The Builder monad is used to build Kernels.

data BuilderState vector gauge anot

Constructors

BuilderState

Fields

setup :: Setup vector gauge anot

context :: BuilderContext anot

target :: Graph vector gauge anot

Instances

(Show anot, Show (vector gauge)) => Show (BuilderState vector gauge anot)

Eq (Builder v g a ret)

(TRealm r, Typeable * c, C c, Fractional c) => Fractional (Builder v g a (Value r c))

you can convert GHC floating point immediates to Builder.

(TRealm r, Typeable * c, C c) => Num (Builder v g a (Value r c))

you can convert GHC numeric immediates to Builder.

Show (Builder v g a ret)

(TRealm r, Typeable * c) => C (Builder v g a (Value r c))

choose the larger or the smaller of the two.

(TRealm r, Typeable * c, C c) => C (Builder v g a (Value r c))

(TRealm r, Typeable * c, C c) => C (Builder v g a (Value r c))

Builder is Algebraic C. You can use sqrt and so on.

(TRealm r, Typeable * c, C c) => C (Builder v g a (Value r c))

Builder is Field C. You can use /, recip.

(TRealm r, Typeable * c, C c) => C (Builder v g a (Value r c))

(TRealm r, Typeable * c, C c) => C (Builder v g a (Value r c))

Builder is Ring C. You can use div and mod.

(TRealm r, Typeable * c, C c) => C (Builder v g a (Value r c))

Builder is Ring C. You can use one, *.

(TRealm r, Typeable * c) => C (Builder v g a (Value r c))

(TRealm r, Typeable * c, C c) => C (Builder v g a (Value r c))

Builder is Additive C. You can use zero, +, -, negate.

TRealm r => Boolean (Builder v g a (Value r Bool))

Builder is Boolean. You can use true, false, not, &&, ||.

type BuilderOf r c = forall v g a. Builder v g a (Value r c)

buildKernel

Arguments

:: Setup v g a

The Orthotope machine setup.

-> Name

The name of the kernel.

-> Builder v g a ()

The builder monad.

-> Kernel v g a

The created kernel.

Create a Kernel from a Builder monad.

bind :: (Monad m, Functor m) => m a -> m (m a)

run the given builder monad, get the result graph node, and wrap it in a return monad for later use. it is like binding a value to a monad-level identifier.

load

Arguments

:: (TRealm r, Typeable c)

=> Named (StaticValue r c)

the named static value to be loaded from.

-> B (Value r c)

The loaded Value as a result.

Load from a static value.

store

Arguments

:: (TRealm r, Typeable c)

=> Named (StaticValue r c)

the named static value to be stored on.

-> Builder v g a (Value r c)

The Value to be stored.

-> Builder v g a ()

The result.

Store to a static value.

reduce

Arguments

:: Typeable c

=> Operator

The reduction Operator.

-> Builder v g a (Value TArray c)

The TArray Value to be reduced.

-> Builder v g a (Value TScalar c)

The TScalar Value that holds the reduction result.

Reduce over a TArray Value using the specified reduction Operator to make a TScalar Value

broadcast

Arguments

:: Typeable c

=> Builder v g a (Value TScalar c)

The TScalar Value to be broadcasted.

-> Builder v g a (Value TArray c)

The TArray Value, all of them containing the global value.

Broadcast a TScalar Value to make it a TArray Value

loadIndex

Arguments

:: Typeable g

=> Axis v

The axis for which index is required

-> Builder v g a (Value TArray g)

The TArray Value that contains the address as a result.

Load the Axis component of the mesh address, to a TArray Value.

loadSize

Arguments

:: Typeable g

=> Axis v

The axis for which the size is required

-> Builder v g a (Value TScalar g)

The TScalar Value that contains the size of the mesh in that direction.

Load the Axis component of the mesh size, to either a TScalar Value or TArray Value..

shift

Arguments

:: Typeable c

=> v g

The amount of shift

-> Builder v g a (Value TArray c)

The TArray Value to be shifted

-> Builder v g a (Value TArray c)

The shifted TArray Value as a result.

Shift a TArray Value with a constant vector.

imm

Arguments

:: (TRealm r, Typeable c)

=> c

A Haskell value of type c to be stored.

-> B (Value r c)

TArray Value with the c stored.

Create an immediate Value from a Haskell concrete value. TRealm is type-inferred.

cast :: (TRealm r, Typeable c1, Typeable c2) => Builder v g a (Value r c1) -> Builder v g a (Value r c2)

Perform the cast that keeps the realm while change the content type from c1 to c2.

castTo :: (TRealm r, Typeable c1, Typeable c2) => c2 -> Builder v g a (Value r c1) -> Builder v g a (Value r c2)

take a phantom object c2, and perform the cast that keeps the realm while change the content type from c1 to c2.

annotate :: (TRealm r, Typeable c) => (a -> a) -> Builder v g a (Value r c) -> Builder v g a (Value r c)

Execute the builder, and annotate the very result with the givin function.

(<?>) :: (TRealm r, Typeable c) => (a -> a) -> Builder v g a (Value r c) -> Builder v g a (Value r c) infixr 0

(?) = annotate

withAnnotation :: (a -> a) -> Builder v g a ret -> Builder v g a ret

Execute the builder under modifed annotation.