2022-11-24 18:59:07 +01:00
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p = 3
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2023-02-13 13:05:48 +01:00
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m = 2
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F = GF(p)
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2022-11-24 18:59:07 +01:00
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Rx.<x> = PolynomialRing(F)
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2023-02-13 13:05:48 +01:00
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f = x^3 - x
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C = superelliptic(f, m)
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x = C.x
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y = C.y
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dx = C.dx
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om1 = x^3*y*dx
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u = (C.one)/x
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v = y/x^2
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print(om1 + u^3*v*u.diffn() - (y/x)^2*(y/x).diffn())
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