{-# LANGUAGE MultiParamTypeClasses #-} {-# LANGUAGE FunctionalDependencies #-} {-# LANGUAGE UndecidableInstances #-} {-# LANGUAGE FlexibleInstances #-} {-# LANGUAGE FlexibleContexts #-} {-# LANGUAGE GeneralizedNewtypeDeriving #-} {-# LANGUAGE Rank2Types #-} module LLVM.Extra.Extension ( T, CallArgs, Subtarget(Subtarget), wrap, intrinsic, intrinsicAttr, run, runWhen, runUnsafe, with, with2, with3, ) where import qualified LLVM.Core as LLVM import LLVM.Core (Value, CodeGenFunction, externFunction, call, addAttributes, Attribute {- (ReadNoneAttribute) -}, ) import Data.Map (Map, ) import qualified Data.Map as Map import Control.Monad.Trans.Writer (Writer, writer, runWriter, ) import Control.Monad (join, ) import Control.Applicative (Applicative, pure, (<*>), ) import Prelude hiding (replicate, sum, map, zipWith, ) data Subtarget = Subtarget { targetName, name :: String, check :: forall r. CodeGenFunction r Bool } {- | This is an Applicative functor that registers, what extensions are needed in order to run the contained instructions. You can escape from the functor by calling 'run' and providing a generic implementation. We use an applicative functor since with a monadic interface we had to create the specialised code in every case, in order to see which extensions where used in the course of creating the instructions. We use only one (unparameterized) type for all extensions, since this is the most simple solution. Alternatively we could use a type parameter where class constraints show what extensions are needed. This would be just like exceptions that are explicit in the type signature as in the control-monad-exception package. However we would still need to lift all basic LLVM instructions to the new monad. -} newtype T a = Cons (Writer (Map String Subtarget) a) deriving (Functor, Applicative) {- | Declare that a certain plain LLVM instruction depends on a particular extension. This can be useful if you rely on the data layout of a certain architecture when doing a bitcast, or if you know that LLVM translates a certain generic operation to something especially optimal for the declared extension. -} wrap :: Subtarget -> a -> T a wrap tar cgf = Cons $ writer (cgf, Map.singleton (name tar) tar) {- | Analogous to 'LLVM.FunctionArgs' The type parameter @r@ and its functional dependency are necessary since @g@ must be a function of the form @a -> ... -> c -> CodeGenFunction r d@ and we must ensure that the explicit @r@ and the implicit @r@ in the @g@ do match. -} class CallArgs g r | g -> r where buildIntrinsic :: [Attribute] -> CodeGenFunction r g -> g instance (CallArgs g r) => CallArgs (Value a -> g) r where buildIntrinsic attrs g x = buildIntrinsic attrs (fmap ($x) g) instance CallArgs (CodeGenFunction r (Value a)) r where buildIntrinsic attrs g = do z <- join g addAttributes z 0 attrs return z {- | Create an intrinsic and register the needed extension. We cannot immediately check whether the signature matches or whether the right extension is given. However, when resolving intrinsics LLVM will not find the intrinsic if the extension is wrong, and it also checks the signature. -} intrinsic :: (LLVM.IsFunction f, LLVM.CallArgs f g, CallArgs g r) => Subtarget -> String -> T g intrinsic = intrinsicAttr [{- ReadNoneAttribute -}] intrinsicAttr :: (LLVM.IsFunction f, LLVM.CallArgs f g, CallArgs g r) => [Attribute] -> Subtarget -> String -> T g intrinsicAttr attrs tar intr = wrap tar $ buildIntrinsic attrs $ fmap call $ externFunction $ "llvm." ++ targetName tar ++ "." ++ name tar ++ "." ++ intr infixl 1 `run` {- | @run generic specific@ generates the @specific@ code if the required extensions are available on the host processor and @generic@ otherwise. -} run :: CodeGenFunction r a -> T (CodeGenFunction r a) -> CodeGenFunction r a run alt (Cons m) = do let (a,s) = runWriter m b <- mapM check (Map.elems s) if and b then a else alt {- | Convenient variant of 'run': Only run the code with extended instructions if an additional condition is given. -} runWhen :: Bool -> CodeGenFunction r a -> T (CodeGenFunction r a) -> CodeGenFunction r a runWhen c alt (Cons m) = do let (a,s) = runWriter m b <- mapM check (Map.elems s) if c && and b then a else alt {- | Only for debugging purposes. -} runUnsafe :: T a -> a runUnsafe (Cons m) = fst $ runWriter m with :: (Functor f) => f a -> (a -> b) -> f b with = flip fmap with2 :: (Applicative f) => f a -> f b -> (a -> b -> c) -> f c with2 a b f = pure f <*> a <*> b with3 :: (Applicative f) => f a -> f b -> f c -> (a -> b -> c -> d) -> f d with3 a b c f = pure f <*> a <*> b <*> c