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Add benchmarks for GCD when input is Gaussian Integer #97

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merged 7 commits into from
Sep 14, 2023
Merged

Add benchmarks for GCD when input is Gaussian Integer #97

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c27a9cf
Add benchmarks for GCD when input is Gaussian Integer
1e9abhi1e10 Aug 26, 2023
c70e881
Add sparse method
1e9abhi1e10 Sep 10, 2023
e4f235f
fix error in sparse method
1e9abhi1e10 Sep 11, 2023
34db70b
fix errors
1e9abhi1e10 Sep 12, 2023
5e73ef2
Add suggestions and remove unnecessary code
1e9abhi1e10 Sep 13, 2023
5e664a8
remove duplicate methods
1e9abhi1e10 Sep 14, 2023
6aac380
fix error
1e9abhi1e10 Sep 14, 2023
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25 changes: 4 additions & 21 deletions benchmarks/polys.py
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Original file line number Diff line number Diff line change
Expand Up @@ -180,32 +180,15 @@ class _GaussianInteger(_GCDExample):
"""An example of Polynomial using Gaussian Integer"""

def make_poly(self, n):
x, y1, y2, y3, y4, y5, y6 = syms = symbols("x y1 y2 y3 y4 y5 y6")
x, y1, y2, y3, y4, y5 = syms = symbols("x y1 y2 y3 y4 y5")

d = (-x + I*y1)*n

f = ((-I*(x)**4 - (x)**3 + I*(x)**2 + (x) + -I*(y2 + 1) - y1*(y3 + 1) -
2*y1*y2 - 5*y1*(y2 + 1) - y1*(y3 + 1) -
I*y4 + I*y6 + -y1*(y2 + 1) - 3*y1*y3 - y1*(y3 + 1) - I*y5 -
2*y1*y2 - 7*y1*(y2 + 1) - 3*y1*y3 - 5*y1*(y3 + 1) - I*(y4 + y5) -
y1*y2 - 2*y1*(y2 + 1) - y1*y3 - 3*y1*(y3 + 1) - I*(-y4 + y5) +
y1*(y2 + 1) + -y1*y2 - 5*y1*y3 - y1*(y3 + 1) - I*y5 + -I*y6 -
3*y1*(y2 + 1) - y1*y3 - 7*y1*(y3 + 1) + I*y5 + -y1*y2 + y1*(y3 + 1)
+ 5*y1*(y3 + 1) + -y1*y2 - y1*(y2 + 1) - y1*y3 + y1*y2 + y1*y3 +
7*y1*(y3 + 1) + y1*(y2 + 1) + y1*y3)*d)

g = ((-I*(x)**4 - (x)**3 + I*(x)**2 + (x) + -I*(y2 + 1) - y1*(y3 + 1) -
7*y1*y2 - y1*(y2 + 1) - y1*(y3 + 1) -
I*y4 + I*y6 - y1*(y2 + 1) - 3*y1*y3 - y1*(y3 + 1) - I*y5 -
y1*y2 - 7*y1*(y2 + 1) - 5*y1*y3 - 2*y1*(y3 + 1) - I*(y4 + y5) -
3*y1*y2 - 5*y1*(y2 + 1) - 9*y1*y3 - 7*y1*(y3 + 1) -
I*(-y4 + y5) + y1*(y2 + 1) + -y1*y2 - y1*y3 - y1*(y3 + 1) -
I*y5 + -I*y6 + -y1*(y2 + 1) - y1*y3 - y1*(y3 + 1) + I*y5 - 3*y1*y2
+ y1*(y3 + 1) + y1*(y3 + 1) + -y1*y2 - y1*(y2 + 1) - y1*y3 +
y1*y2 + y1*y3 + y1*(y3 + 1) + y1*(y2 + 1) + y1*y3)*d)
f = (-I*x**n - 2*y1*y3 - I*(-y2 + n) - I*(y4 + y5))*d

return f, g, d, syms, ZZ_I
g = (-I*x**(n + 1) - 2*y1*(y3 + n) - I*(-y2 + n + 1) - I*(y4 + y5))*d

return f, g, d, syms, ZZ_I
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Why has the example been changed?

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In the revised example, I identified duplicate terms, and when I simplified the expression, it resulted in a shorter and more concise form


class _TimeOP:
"""
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