PARI Groups¶
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class
sage.groups.pari_group.
PariGroup
(x, degree=None)¶ Bases:
sage.groups.old.Group
EXAMPLES:
sage: R.<x> = PolynomialRing(QQ) sage: f = x^4 - 17*x^3 - 2*x + 1 sage: G = f.galois_group(pari_group=True); G PARI group [24, -1, 5, "S4"] of degree 4 sage: G.category() Category of finite groups
Caveat: fix those tests and/or document precisely that this is an abstract group without explicit elements:
sage: TestSuite(G).run(skip = ["_test_an_element", "_test_associativity", "_test_elements", "_test_elements_eq_reflexive", "_test_elements_eq_symmetric", "_test_elements_eq_transitive", "_test_elements_neq", "_test_enumerated_set_contains", "_test_enumerated_set_iter_cardinality", "_test_enumerated_set_iter_list", "_test_inverse", "_test_one", "_test_prod", "_test_some_elements"])
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degree
()¶
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order
()¶
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permutation_group
()¶
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