LLVM.DSL.Parameter

Documentation

data T p a

This data type is for parameters of parameterized LLVM code. It is better than using plain functions of type p -> a since it allows for numeric instances and we can make explicit, whether a parameter is constant.

We recommend to use parameters for atomic types. Although a parameter of type T p (a,b) is possible, it means that the whole parameter is variable if only one of the pair elements is variable. This way you may miss opportunities for constant folding.

Instances

Arrow T

arr is useful for lifting parameter selectors to our parameter type without relying on the constructor.

Defined in LLVM.DSL.Parameter

Methods

arr :: (b -> c) -> T b c

first :: T b c -> T (b, d) (c, d)

second :: T b c -> T (d, b) (d, c)

(***) :: T b c -> T b' c' -> T (b, b') (c, c')

(&&&) :: T b c -> T b c' -> T b (c, c')

Category T

. can be used for fetching a parameter from a super-parameter.

Defined in LLVM.DSL.Parameter

Methods

id :: forall (a :: k). T a a

(.) :: forall (b :: k) (c :: k) (a :: k). T b c -> T a b -> T a c

Applicative (T p)

Useful for combining T p a and T p b to T p (a,b) using liftA2 (,). However, we do not recommend to do so because the result parameter can only be constant if both operands are constant.

Defined in LLVM.DSL.Parameter

Methods

pure :: a -> T p a

(<*>) :: T p (a -> b) -> T p a -> T p b

liftA2 :: (a -> b -> c) -> T p a -> T p b -> T p c

(*>) :: T p a -> T p b -> T p b

(<*) :: T p a -> T p b -> T p a

Functor (T p)

Useful for splitting T p (a,b) into T p a and T p b using fmap fst and fmap snd.

Defined in LLVM.DSL.Parameter

Methods

fmap :: (a -> b) -> T p a -> T p b

(<$) :: a -> T p b -> T p a

Monad (T p)

Defined in LLVM.DSL.Parameter

Methods

(>>=) :: T p a -> (a -> T p b) -> T p b

(>>) :: T p a -> T p b -> T p b

return :: a -> T p a

Floating a => Floating (T p a)

Defined in LLVM.DSL.Parameter

Methods

pi :: T p a

exp :: T p a -> T p a

log :: T p a -> T p a

sqrt :: T p a -> T p a

(**) :: T p a -> T p a -> T p a

logBase :: T p a -> T p a -> T p a

sin :: T p a -> T p a

cos :: T p a -> T p a

tan :: T p a -> T p a

asin :: T p a -> T p a

acos :: T p a -> T p a

atan :: T p a -> T p a

sinh :: T p a -> T p a

cosh :: T p a -> T p a

tanh :: T p a -> T p a

asinh :: T p a -> T p a

acosh :: T p a -> T p a

atanh :: T p a -> T p a

log1p :: T p a -> T p a

expm1 :: T p a -> T p a

log1pexp :: T p a -> T p a

log1mexp :: T p a -> T p a

Num a => Num (T p a)

Defined in LLVM.DSL.Parameter

Methods

(+) :: T p a -> T p a -> T p a

(-) :: T p a -> T p a -> T p a

(*) :: T p a -> T p a -> T p a

negate :: T p a -> T p a

abs :: T p a -> T p a

signum :: T p a -> T p a

fromInteger :: Integer -> T p a

Fractional a => Fractional (T p a)

Defined in LLVM.DSL.Parameter

Methods

(/) :: T p a -> T p a -> T p a

recip :: T p a -> T p a

fromRational :: Rational -> T p a

Tuple (T p a)

Defined in LLVM.DSL.Parameter

Associated Types

type Composed (T p a)

type Source (T p a)

Methods

decompose :: T (Source (T p a)) (Composed (T p a)) -> T p a

C a => C (T p a)

Defined in LLVM.DSL.Parameter

Methods

zero :: T p a

(+) :: T p a -> T p a -> T p a

(-) :: T p a -> T p a -> T p a

negate :: T p a -> T p a

C a => C (T p a)

Defined in LLVM.DSL.Parameter

Methods

sqrt :: T p a -> T p a

root :: Integer -> T p a -> T p a

(^/) :: T p a -> Rational -> T p a

C a => C (T p a)

Defined in LLVM.DSL.Parameter

Methods

(/) :: T p a -> T p a -> T p a

recip :: T p a -> T p a

fromRational' :: Rational -> T p a

(^-) :: T p a -> Integer -> T p a

C a => C (T p a)

Defined in LLVM.DSL.Parameter

Methods

(*) :: T p a -> T p a -> T p a

one :: T p a

fromInteger :: Integer -> T p a

(^) :: T p a -> Integer -> T p a

C a => C (T p a)

Defined in LLVM.DSL.Parameter

Methods

pi :: T p a

exp :: T p a -> T p a

log :: T p a -> T p a

logBase :: T p a -> T p a -> T p a

(**) :: T p a -> T p a -> T p a

sin :: T p a -> T p a

cos :: T p a -> T p a

tan :: T p a -> T p a

asin :: T p a -> T p a

acos :: T p a -> T p a

atan :: T p a -> T p a

sinh :: T p a -> T p a

cosh :: T p a -> T p a

tanh :: T p a -> T p a

asinh :: T p a -> T p a

acosh :: T p a -> T p a

atanh :: T p a -> T p a

type Composed (T p a)

Defined in LLVM.DSL.Parameter

type Composed (T p a) = a

type Source (T p a)

Defined in LLVM.DSL.Parameter

type Source (T p a) = p

($#) :: (T p a -> b) -> a -> b infixl 0

get :: T p a -> p -> a

valueTuple :: (Value tuple, ValueOf tuple ~ value) => T p tuple -> value -> value

The call value param v requires that v represents the same value as valueTupleOf (get param p) for some p. However v might be the result of a load operation and param might be a constant. In this case it is more efficient to use valueTupleOf (get param undefined) since the constant is translated to an LLVM constant that allows for certain optimizations.

This is the main function for taking advantage of a constant parameter in low-level implementations. For simplicity we do not omit constant parameters in the parameter struct since this would mean to construct types at runtime and might become ugly. Instead we just check using value at the according places in LLVM code whether a parameter is constant and ignore the parameter from the struct in this case. In many cases there will be no speed benefit because the parameter will be loaded to a register anyway. It can only lead to speed-up if subsequent optimizations can precompute constant expressions. Another example is drop where a loop with constant loop count can be generated. For small loop counts and simple loop bodies the loop might get unrolled.

multiValue :: C a => T p a -> T a -> T a

with :: C b => (b -> T b) -> T p b -> (forall parameters. C parameters => (p -> parameters) -> (T parameters -> T b) -> a) -> a

withValue :: (C tuple, ValueOf tuple ~ value) => T p tuple -> (forall parameters. C parameters => (p -> parameters) -> (ValueOf parameters -> value) -> a) -> a

This function provides specialised variants of get and value, that use the unit type for constants and thus save space in parameter structures.

withMulti :: C b => T p b -> (forall parameters. C parameters => (p -> parameters) -> (T parameters -> T b) -> a) -> a

data Tunnel p a

Constructors

forall t.C t => Tunnel (p -> t) (T t -> T a)

tunnel :: C a => (a -> T a) -> T p a -> Tunnel p a

class Tuple tuple where

Associated Types

type Composed tuple

type Source tuple

Methods

decompose :: T (Source tuple) (Composed tuple) -> tuple

Instances

Tuple (T p a)

Defined in LLVM.DSL.Parameter

Associated Types

type Composed (T p a)

type Source (T p a)

Methods

decompose :: T (Source (T p a)) (Composed (T p a)) -> T p a

(Tuple a, Tuple b, Source a ~ Source b) => Tuple (a, b)

Defined in LLVM.DSL.Parameter

Associated Types

type Composed (a, b)

type Source (a, b)

Methods

decompose :: T (Source (a, b)) (Composed (a, b)) -> (a, b)

(Tuple a, Tuple b, Tuple c, Source a ~ Source b, Source b ~ Source c) => Tuple (a, b, c)

Defined in LLVM.DSL.Parameter

Associated Types

type Composed (a, b, c)

type Source (a, b, c)

Methods

decompose :: T (Source (a, b, c)) (Composed (a, b, c)) -> (a, b, c)

withTuple :: (Tuple tuple, Source tuple ~ p, Composed tuple ~ p) => (tuple -> f p) -> f p

Provide all elements of a nested tuple as separate parameters.

If you do not use one of the tuple elements, you will get a type error like Couldn't match type `Param.Composed t0' with Int. The problem is that the type checker cannot infer that an element is a Parameter.T if it remains unused.

withTuple1 :: (Tuple tuple, Source tuple ~ p, Composed tuple ~ p) => (tuple -> f p a) -> f p a

withTuple2 :: (Tuple tuple, Source tuple ~ p, Composed tuple ~ p) => (tuple -> f p a b) -> f p a b

for implementation of new processes

wordInt :: T p Int -> T p Word