module Main where import Criterion.Main import qualified Math.Combinat.Numbers as Ext import qualified Math.NumberTheory.ArithmeticFunctions as Ext -- import qualified Math.NumberTheory.Moduli.Jacobi as Ext import Numeric.Combinatorics import Numeric.Integer import Numeric.NumberTheory import Numeric.Pure main :: IO () main = defaultMain [ bgroup "primality check" [ bench "isPrime" $ nf isPrime 2017 , bench "hsIsPrime" $ nf hsIsPrime (2017 :: Int) ] , bgroup "φ" [ bench "totient" $ nf totient 2016 , bench "Ext.totient" $ nf Ext.totient (2016 :: Int) ] , bgroup "τ" [ bench "tau" $ nf tau 3018 , bench "Ext.tau" $ nf (Ext.tau :: Int -> Int) 3018 ] , bgroup "ω" [ bench "littleOmega" $ nf littleOmega 91 , bench "Ext.smallOmega" $ nf (Ext.smallOmega :: Int -> Int) 91 ] , bgroup "factorial" [ bench "factorial" $ nfIO (factorial 160) , bench "Ext.factorial" $ nf Ext.factorial (160 :: Integer) ] , bgroup "σ" [ bench "sumDivisors" $ nf sumDivisors 115 , bench "Ext.sigma" $ nf (Ext.sigma 1) (115 :: Int) ] , bgroup "doubleFactorial" [ bench "doubleFactorial" $ nfIO (doubleFactorial 79) , bench "Ext.doubleFactorial" $ nf Ext.doubleFactorial (79 :: Integer) ] , bgroup "choose" [ bench "choose" $ nfIO (choose 322 16) , bench "Ext.binomial" $ nf (Ext.binomial 322) (16 :: Int) ] , bgroup "catalan" [ bench "catalan" $ nfIO (catalan 300) , bench "Ext.catalan" $ nf Ext.catalan (300 :: Int) ] {- , bgroup "jacobi" -} {- [ bench "jacobi" $ whnf (jacobi 80) 111 -} {- , bench "Ext.jacobi" $ whnf ((Ext.jacobi :: Int -> Int -> Ext.JacobiSymbol) 80) 111 -} {- ] -} , bgroup "fibonacci" [ bench "fibonacci" $ nfIO (fibonacci 200) , bench "hsFibonacci" $ nf (hsFibonacci :: Int -> Integer) 200 ] ]