Python gosper_normal示例

示例#1

文件： test_gosper.py 项目： msgoff/sympy

def test_gosper_normal():
    eq = 4 * n + 5, 2 * (4 * n + 1) * (2 * n + 3), n
    assert gosper_normal(*eq) == (
        Poly(Rational(1, 4), n),
        Poly(n + Rational(3, 2)),
        Poly(n + Rational(1, 4)),
    )
    assert gosper_normal(*eq, polys=False) == (
        Rational(1, 4),
        n + Rational(3, 2),
        n + Rational(1, 4),
    )

示例#2

def test_gosper_normal():
    assert gosper_normal(4*n + 5, 2*(4*n + 1)*(2*n + 3), n) == \
        (Poly(S(1)/4, n), Poly(n + S(3)/2), Poly(n + S(1)/4))

示例#3

文件： test_gosper.py 项目： Abhityagi16/sympy

def test_gosper_normal():
    assert gosper_normal(4*n + 5, 2*(4*n + 1)*(2*n + 3), n) == \
        (Poly(S(1)/4, n), Poly(n + S(3)/2), Poly(n + S(1)/4))

示例#4

文件： test_gosper.py 项目： Azatik1000/Massey-Omura-Cryptosystem

def test_gosper_normal():
    eq = 4 * n + 5, 2 * (4 * n + 1) * (2 * n + 3), n
    assert gosper_normal(*eq) == \
        (Poly(S(1)/4, n), Poly(n + S(3)/2), Poly(n + S(1)/4))
    assert gosper_normal(*eq, polys=False) == \
        (S(1)/4, n + S(3)/2, n + S(1)/4)

示例#5

文件： 2？.py 项目： qinjiaw2019/Signal-analysis-system

from sympy import S
from sympy import *
from sympy.concrete.gosper import gosper_sum, gosper_normal
from sympy.functions import factorial
from sympy.abc import z, n

f1 = z**2 / ((z - 1) * (z - 0.5))
F1_z = gosper_normal(f1, (z, 0, S.Infinity))

print(F1_z)