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A continuation is a function that receives the result of an expression after it s been computed. Listing 8-10 shows an example implementation of the previous algorithm that handles trees of arbitrary size. Listing 8-10. Making a Function Tail Recursive via an Explicit Continuation let rec sizeCont tree cont = match tree with | Tip _ -> cont 1 | Node(_,treeLeft,treeRight) -> sizeCont treeLeft (fun leftSize -> sizeCont treeRight (fun rightSize -> cont (leftSize + rightSize))) let size tree = sizeCont tree (fun x -> x) What s going on here Let s look at the type of sizeCont and size: val sizeCont : Tree -> (int -> 'a) -> 'a val size : Tree -> int The type of sizeCont tree cont can be read as compute the size of the tree and call cont with that size. If you look at the type of sizeCont, you can see that it will call the second parameter of type int -> 'T at some point how else could the function produce the final result of type 'T And when you look at the implementation of sizeCont, you can see that it does call cont on both branches of the match. Now, if you look at recursive calls in sizeCont, you can see that they re both tail calls: sizeCont treeLeft (fun leftSize -> sizeCont treeRight (fun rightSize -> cont (leftSize + rightSize))) .net code 39 reader Code 39 Reader In VB. NET - OnBarcode
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