Python | sympy.multiplicity()方法
原文:https://www.geesforgeks.org/python-sympy-multiplicity-method/
借助 sympy.multiplicity() 方法，我们可以找到最大的整数 m 这样 p 上升到T11】mT13】除T15】nT17】，其中T19】pT21T23】nT25】是该方法的参数**
语法: 多重性(p，n)
参数: p–表示整数。 n–表示整数。
返回: 返回最大整数 m，使得 p^m 除 n。
示例#1:
# import multiplicity() method from sympy
from sympy import multiplicity
p = 2
n = 64
# Use multiplicity() method
multi_p_n = multiplicity(p, n)
print("{} is the largest integer such that {}^{} divides {}.".
format(multi_p_n, p, multi_p_n, n))
输出:
6 is the largest integer such that 2^6 divides 64.
例 2:
# import multiplicity() method from sympy
from sympy import multiplicity
p = 3
n = 111
# Use multiplicity() method
multi_p_n = multiplicity(p, n)
print("{} is the largest integer such that {}^{} divides {}.".
format(multi_p_n, p, multi_p_n, n))
输出:
1 is the largest integer such that 3^1 divides 111.
