Created
May 9, 2014 13:09
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Probject Eularの Problem3のプログラム②(Erlang版)
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-module(eularProblem3). | |
-export([answer/0]). | |
%% Answer of Eular Problem 3 "Largest prime factor" | |
answer() -> largePrimeFactorOf(600851475143). | |
largePrimeFactorOf(X) -> largePrimeFactorOf(X, 2). | |
largePrimeFactorOf(X, P) -> | |
if X == 1 -> P; | |
X rem P == 0 -> largePrimeFactorOf(X div P, P); | |
true -> largePrimeFactorOf(X, nextPrime(P)) | |
end. | |
nextPrime(X) -> case isPrime(X+1) of | |
true -> X + 1; | |
false -> nextPrime(X+1) | |
end. | |
isPrime(X) -> isPrime(X, numRange(2, math:sqrt(X))). | |
isPrime(_, []) -> true; | |
isPrime(X, [N|NS]) -> case X rem N of | |
0 -> false; | |
_ -> isPrime(X, NS) | |
end. | |
numRange(Min, Max) when Min > Max -> []; | |
numRange(Min, Max) -> [Min|numRange(Min+1, Max)]. |
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