annotate similar.hs @ 14:116131b196bb

Define fmap and mu
author Yasutaka Higa <e115763@ie.u-ryukyu.ac.jp>
date Sat, 06 Sep 2014 11:45:32 +0900
parents 88d6897c391a
children c599d2236d19
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116131b196bb Define fmap and mu
Yasutaka Higa <e115763@ie.u-ryukyu.ac.jp>
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1 data Similar a = Single a | Similar a (Similar a) deriving (Show)
116131b196bb Define fmap and mu
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116131b196bb Define fmap and mu
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3 instance (Eq a) => Eq (Similar a) where
116131b196bb Define fmap and mu
Yasutaka Higa <e115763@ie.u-ryukyu.ac.jp>
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4 s == ss = (same s) == (same ss)
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7c7efee7891f Define Monad style Similer
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88d6897c391a Redefine Similar. reject function in data
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6 same :: (Eq a) => Similar a -> a
88d6897c391a Redefine Similar. reject function in data
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7 same (Single x) = x
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116131b196bb Define fmap and mu
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8 same (Similar x s) = if x == (same s) then x else (error "same")
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7c7efee7891f Define Monad style Similer
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7c7efee7891f Define Monad style Similer
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88d6897c391a Redefine Similar. reject function in data
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11 instance Functor Similar where
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12 fmap f (Single a) = Single (f a)
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13 fmap f (Similar a s) = Similar (f a) (fmap f s)
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116131b196bb Define fmap and mu
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15 mu :: (Eq a) => (Similar (Similar a)) -> Similar a
116131b196bb Define fmap and mu
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16 mu (Single x) = x
116131b196bb Define fmap and mu
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17 mu (Similar (Single x) s) = Similar x (mu s)
116131b196bb Define fmap and mu
Yasutaka Higa <e115763@ie.u-ryukyu.ac.jp>
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18 mu (Similar s ss) = Similar (same s) (mu ss)
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7c7efee7891f Define Monad style Similer
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116131b196bb Define fmap and mu
Yasutaka Higa <e115763@ie.u-ryukyu.ac.jp>
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20 {-
116131b196bb Define fmap and mu
Yasutaka Higa <e115763@ie.u-ryukyu.ac.jp>
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21 instance Monad Similar where
116131b196bb Define fmap and mu
Yasutaka Higa <e115763@ie.u-ryukyu.ac.jp>
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22 return = Single
116131b196bb Define fmap and mu
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23 (Single x) >>= f = f x
116131b196bb Define fmap and mu
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24 (Similar x s) >>= f = mu $ Similar (f x) (fmap f s)
116131b196bb Define fmap and mu
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25 -}
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e8a5df54480e Define sample for Monad style
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0
7a82a5e50499 Initial commit. define to Functor for Similer
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3c5fbce357af Define >>= for Similer
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116131b196bb Define fmap and mu
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29 double :: Int -> Similar Int
116131b196bb Define fmap and mu
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30 double x = Single (2 * x)
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66609010d477 Define Similer example as Functor
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116131b196bb Define fmap and mu
Yasutaka Higa <e115763@ie.u-ryukyu.ac.jp>
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32 twicePlus :: Int -> Similar Int
116131b196bb Define fmap and mu
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33 twicePlus x = Similar (x + x) (double x)
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66609010d477 Define Similer example as Functor
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116131b196bb Define fmap and mu
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35 plusTwo :: Int -> Similar Int
116131b196bb Define fmap and mu
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36 plusTwo x = Similar (x + 2) (double x)
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66609010d477 Define Similer example as Functor
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e8a5df54480e Define sample for Monad style
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38 -- samples
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5e367a167382 Define samples
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e8a5df54480e Define sample for Monad style
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40 {-
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158ae705cd16 Rename Similer -> Similar
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41 *Main> same $ Main.return 100 Main.>>= (\x -> Similar x twicePlus $ double x)
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e8a5df54480e Define sample for Monad style
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42 200
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5e367a167382 Define samples
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158ae705cd16 Rename Similer -> Similar
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44 *Main> same $ Main.return 2 Main.>>= (\x -> Similar x plusTwo $ double x)
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e8a5df54480e Define sample for Monad style
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45 4
e8a5df54480e Define sample for Monad style
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158ae705cd16 Rename Similer -> Similar
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47 *Main> same $ Main.return 100 Main.>>= (\x -> Similar x plusTwo $ double x)
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e8a5df54480e Define sample for Monad style
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48 *** Exception: Prelude.undefined
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7c7efee7891f Define Monad style Similer
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49 -}
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158ae705cd16 Rename Similer -> Similar
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