[Haskell] ANN: monad-bool 0.1
johnw at fpcomplete.com
Wed Jan 23 01:04:36 CET 2013
monad-bool implements a pair of Boolean monoids and monads, to support
short-circuiting, value-returning computations similar to what Python and Ruby
offer with their native && and || operators.
For example, in Python you might see this:
x = [1,2,3,0]
print x || x -- prints "2"
With this library, you can now mirror such code in Haskell:
let x = [1,2,3,0]
print $ (x !! 1) ||? (x !! 3) -- prints "Success 2"
"Booleanness" is based on each type having an instance of the
'Control.Conditional.ToBool' type, for which only the basic types are covered
(Bool, Int, Integer, Maybe a, Either a b, [a], Attempt a). If you wish to
define a truth value for your own types, simply provide an instance for
instance ToBool MyType where
toBool = ...
The And/Or monoids use the Attempt library so that the actual type of the
successful results depends on case analysis. It could be a list, a Maybe, an
Either, or an exception in the IO Monad.
The monad variants, AndM, AndMT, OrM and OrMT provide short-circuiting
behavior in a Monad, which returns the last value returned before truth was
determined. Here are two examples:
Use 'onlyIf' with AndM and AndMT to guard later statements, which are only
evaluated if every preceding 'onlyIf' evaluates to True. For example:
foo :: AndM Int
foo = do onlyIf (True == True)
onlyIf (True == True)
onlyIf (True == False)
When run with `evalAndM foo (-1)` (where (-1) provides a default value), 'foo'
Use 'endIf' with OrM and OrMT to chain statements, which are only executed if
every preceding 'endIf' evaluated to False. For example:
bar :: OrM Int
bar = do endIf (True == False)
endIf (True == False)
endIf (True == True)
When run with `evalOrM bar (-1)` (where (-1) again provides a default value),
'bar' returns 150.
And please, somebody let me know if this has already been done. A search for
likely candidates did not turn up anything obvious in Hoogle, but as my
knowledge of the whole of Hackage is minimal, I would appreciate any wiser
minds that can inform me.
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http://fpcomplete.com johnw on #haskell/irc.freenode.net
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