问题
What's the scala way to generate the factors of an integer? Here's my take 1:
def factorize(x: Int): List[Int] = {
def foo(x: Int, a: Int): List[Int] = {
if (a > Math.pow(x, 0.5))
return List(x)
x % a match {
case 0 => a :: foo(x / a, a)
case _ => foo(x, a + 1)
}
}
foo(x, 2)
}
factorize(360) //List(2, 2, 2, 3, 3, 5)
Take 2 based on @SpiderPig and @seth-tisue's comments
def factorize(x: Int): List[Int] = {
def foo(x: Int, a: Int): List[Int] = {
(a*a < x, x % a) match {
case (true, 0) => a :: foo(x/a, a)
case (true, _) => foo(x, a+1)
case (false, _) => List(x)
}
}
foo(x, 2)
}
回答1:
A tail recursive solution:
def factorize(x: Int): List[Int] = {
@tailrec
def foo(x: Int, a: Int = 2, list: List[Int] = Nil): List[Int] = a*a > x match {
case false if x % a == 0 => foo(x / a, a , a :: list)
case false => foo(x , a + 1, list)
case true => x :: list
}
foo(x)
}
回答2:
Just little improvement of "Take 2" from the question:
def factorize(x: Int): List[Int] = {
def foo(x: Int, a: Int): List[Int] = x % a match {
case _ if a * a > x => List(x)
case 0 => a :: foo(x / a, a)
case _ => foo(x, a + 1)
}
foo(x, 2)
}
Also, the following method may be a little faster (no x % a
calculation in the last iteration):
def factorize(x: Int): List[Int] = {
def foo(x: Int, a: Int): List[Int] = if (a * a > x) List(x) else
x % a match {
case 0 => a :: foo(x / a, a)
case _ => foo(x, a + 1)
}
foo(x, 2)
}
来源:https://stackoverflow.com/questions/30280524/scala-way-to-generate-prime-factors-of-a-number