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如果一个数可以写成n的平方,且n为质数,那么这个数有3个因子
m = n^2, n is a prime number, factors of m include: 1, n, n^2. number of factor for n = 2 + 1
m = n^2, n is not a prime number, but n = (p1^q1)(p2^q2)(p3^q3)...(pn^qn), wherein p1, p2, p3, ... pn are prime numbers,
then the number of factors for m = (2q1 + 1)(2q2 + 1)(2q3 + 1)...(2qn + 1) |
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