haskeller.org haskeller.org

haskeller.org

Haskeller.org

The Zen of Haskell. Abstract is better than concrete. Block is better than bracket. Currying is better than uncurrying. Free is better than bind. Lazy is better than crazy. Match is better than unmatch. Pattern is better than condition. Regular is better than irregular. Solution is better than illusion. Universal is better than special. Arrow is one of great ideas - Let's go to find more of those!

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Haskeller.org | haskeller.org Reviews
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The Zen of Haskell. Abstract is better than concrete. Block is better than bracket. Currying is better than uncurrying. Free is better than bind. Lazy is better than crazy. Match is better than unmatch. Pattern is better than condition. Regular is better than irregular. Solution is better than illusion. Universal is better than special. Arrow is one of great ideas - Let's go to find more of those!
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Haskeller.org | haskeller.org Reviews

https://haskeller.org

The Zen of Haskell. Abstract is better than concrete. Block is better than bracket. Currying is better than uncurrying. Free is better than bind. Lazy is better than crazy. Match is better than unmatch. Pattern is better than condition. Regular is better than irregular. Solution is better than illusion. Universal is better than special. Arrow is one of great ideas - Let's go to find more of those!

INTERNAL PAGES

haskeller.org haskeller.org
1

Comonad

http://www.haskeller.org/Comonad.html

Class Functor f = Comonad f where extract : f a - a (= ) : f a - (f a - b) - f b. Instance Comonad [] where extract = head [] = g = [] list = g = g list : ( tail list) = g). 1 5] = tail [ 2,3,4,5],[3,4,5],[4,5],[5],[]. Data Cofree f a = Succ (a , f (Cofree f a) instance Functor f = Functor (Cofree f) where fmap g (Succ x) = Succ (g (fst x), fmap (fmap g) (snd x) instance Functor f = Comonad (Cofree f) where extract (Succ x) = fst x Succ x = g = Succ (g (Succ x), fmap (= g) (snd x).

2

Domino

http://www.haskeller.org/Domino.html

3

Markov

http://www.haskeller.org/Markov.html

4

Young diagram

http://www.haskeller.org/Young.html

5

Free Monad

http://www.haskeller.org/Free.html

Data Free a = Leaf a Succ (Free a) deriving Show instance Functor Free where fmap f (Leaf x) = Leaf (f x) fmap f (Succ y) = Succ (fmap f y) instance Monad Free where return a = Leaf a Leaf x = f = f x Succ y = f = Succ (y = f). Data Free f a = Leaf a Succ (f (Free f a) instance (Functor f) = Monad (Free f) where return a = Leaf a Leaf x = g = g x Succ y = g = Succ $ fmap ( = g) y. This is the monad Free! Free version of sequence seqFree : (Monad m) = Free (m a) - m (Free a) seqFree (Leaf x) = do y.

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