13 lines
385 B
Python
13 lines
385 B
Python
p = 3
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F = GF(3)
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#F.<a> = GF(3^2)
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Rx.<x> = PolynomialRing(F)
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P1 = superelliptic(x^2 + 1, 2)
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fct1 = (P1.x)^2
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fct2 = (fct1 + P1.one/(P1.y - P1.x))
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fct3 = 0*P1.x
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C = heisenberg_cover(P1, [fct1, fct2, fct3], prec=200)
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print(C, '\n', C.genus(), '\n', C.jumps)
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#B = C.holomorphic_differentials_basis()
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#print("Computed basis")
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#a1, b1, c1 = heisenberg_group_action_matrices_holo(C, basis = B) |