18 lines
366 B
Python
18 lines
366 B
Python
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p = 3
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m = 2
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F = GF(p)
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Rx.<x> = PolynomialRing(F)
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f = x^3 + x
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C_super = superelliptic(f, m)
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f1 = C_super.x^2*C_super.y
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f2 = C_super.x^3
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AS = as_cover(C_super, [f1, f2], prec=1000)
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A, B = AS.group_action_matrices_holo()
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n = A.dimensions()[0]
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print(A*B == B*A)
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print(A^p == identity_matrix(n))
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print(B^p == identity_matrix(n))
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print(magma_module_decomposition(A, B))
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