(fold-m f acc xs)
Analogous to reduce, except the result of f is in a monad: f is a -> b -> m a.
Analogous to reduce, except the result of f is in a monad: f is a -> b -> m a.
(guard p)
If p is truthy, return (return nil), otherwise mzero, halting the current computation.
If p is truthy, return (return nil), otherwise mzero, halting the current computation.
(lift-m-2 f)
(lift-m-2 f m1)
(lift-m-2 f m1 m2)
As lift-m but for binary functions: transforms a -> b -> c into m a -> m b -> m c. Likewise for lift-m-3, etc.
As lift-m but for binary functions: transforms a -> b -> c into m a -> m b -> m c. Likewise for lift-m-3, etc.
(lift-m-4 f)
(lift-m-4 f m-1)
(lift-m-4 f m-1 m-2)
(lift-m-4 f m-1 m-2 m-3)
(lift-m-4 f m-1 m-2 m-3 m-4)
(lift-m-5 f)
(lift-m-5 f m-1)
(lift-m-5 f m-1 m-2)
(lift-m-5 f m-1 m-2 m-3)
(lift-m-5 f m-1 m-2 m-3 m-4)
(lift-m-5 f m-1 m-2 m-3 m-4 m-5)
(lift-m-6 f)
(lift-m-6 f m-1)
(lift-m-6 f m-1 m-2)
(lift-m-6 f m-1 m-2 m-3)
(lift-m-6 f m-1 m-2 m-3 m-4)
(lift-m-6 f m-1 m-2 m-3 m-4 m-5)
(lift-m-6 f m-1 m-2 m-3 m-4 m-5 m-6)
(lift-m-7 f)
(lift-m-7 f m-1)
(lift-m-7 f m-1 m-2)
(lift-m-7 f m-1 m-2 m-3)
(lift-m-7 f m-1 m-2 m-3 m-4)
(lift-m-7 f m-1 m-2 m-3 m-4 m-5)
(lift-m-7 f m-1 m-2 m-3 m-4 m-5 m-6)
(lift-m-7 f m-1 m-2 m-3 m-4 m-5 m-6 m-7)
(lift-m-8 f)
(lift-m-8 f m-1)
(lift-m-8 f m-1 m-2)
(lift-m-8 f m-1 m-2 m-3)
(lift-m-8 f m-1 m-2 m-3 m-4)
(lift-m-8 f m-1 m-2 m-3 m-4 m-5)
(lift-m-8 f m-1 m-2 m-3 m-4 m-5 m-6)
(lift-m-8 f m-1 m-2 m-3 m-4 m-5 m-6 m-7)
(lift-m-8 f m-1 m-2 m-3 m-4 m-5 m-6 m-7 m-8)
(msum addends)
Add all the addends together using mplus.
Add all the addends together using mplus.
(mwhen p acc)
Execute the computation acc if p is truthy.
Execute the computation acc if p is truthy.
(sequence-m ms)
Transform a sequence of monadic values [m a] into a monadic value which is a sequence, m [a].
Transform a sequence of monadic values [m a] into a monadic value which is a sequence, m [a].
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