Version 6 (modified by chak, 3 years ago) (diff)


FFI Support for C Block Objects

Apple recently proposed the inclusion of lambda abstractions (closures) into C/C++/Objective-C and facilitated an implementation in the clang compiler framework. They called this language extension blocks (or block objects). It is widely used in the APIs of OS X 10.6 (Snow Leopard) and 10.7 (Lion). This page is about extending the Haskell 2010 FFI to directly support blocks — i.e., to enable Haskell functions to be marshalled as blocks to C and to enable C blocks to be marshalled as Haskell functions to Haskell land. This extension will be enabled by the language option BlockObjects.

Example: calling a higher-order C function

As an example, consider the library function qsort_b:

qsort_b(void *base, size_t nel, size_t width, int (^compar)(const void *, const void *));

In C, we might use this function as described in Apple's introduction to blocks: Using a Block Directly. We would like to be able to do the same in Haskell by declaring:

foreign import ccall qsort_b "stdlib.h" :: Ptr a -> CSize -> CSize -> (Ptr a -> Ptr a -> Int) -> IO ()

myCharacters = ["TomJohn", "George", "Charles Condomine"]

and then executing

    -- convert a list of strings into a C array of stable pointers to those strings in the Haskell heap
  myCharactersArray <- newArray $ mapM newStablePtr myCharacters
   -- get the size in bytes of a stable pointer to a Haskell string
  let elemSize = fromInteger $ sizeof (undefined :: StablePtr String)

    -- invoke C land 'qsort_b' with a Haskell comparison function passed as a block object; mutates 'myCharactersArray'
  qsort_b myCharactersArray (length myCharacters) elemSize (\l r -> fromOrdering (l `compare` r))

    -- turn the array of Haskell strings back into a list of strings
  mySortedCharacters <- mapM deRefStablePtr myCharactersArray

Here we compare entire strings and not just the first characters as in the C implementation. The marshalling function fromOrdering is defined as follows:

fromOrdering :: Ordering -> Int
fromOrdering LT = -1
fromOrdering EQ = 0
fromOrdering GT = 1