def __init__(self, G, category, ambient=None):
r"""
Create an instance of this class.
See :class:`AbelianGroup_gap` for details
TESTS::
sage: from sage.groups.abelian_gps.abelian_group_gap import AbelianGroupGap
sage: G = AbelianGroupGap([3,2,5])
sage: TestSuite(G).run()
"""
AbelianGroupBase.__init__(self, category=category)
ParentLibGAP.__init__(self, G, ambient=ambient)
def __init__(self, G, names, base_ring):
"""
The Python constructor
EXAMPLES::
sage: F = AbelianGroup(5,[3,5,7,8,9], names="abcde")
sage: F.dual_group()
Dual of Abelian Group isomorphic to Z/3Z x Z/5Z x Z/7Z x Z/8Z x Z/9Z
over Cyclotomic Field of order 2520 and degree 576
"""
self._base_ring = base_ring
self._group = G
names = normalize_names(G.ngens(), names)
self._assign_names(names)
AbelianGroupBase.__init__(self) # TODO: category=CommutativeGroups()
def __init__(self, G, names, base_ring):
"""
The Python constructor
EXAMPLES::
sage: F = AbelianGroup(5,[3,5,7,8,9], names="abcde")
sage: F.dual_group()
Dual of Abelian Group isomorphic to Z/3Z x Z/5Z x Z/7Z x Z/8Z x Z/9Z
over Cyclotomic Field of order 2520 and degree 576
"""
self._base_ring = base_ring
self._group = G
names = normalize_names(G.ngens(), names)
self._assign_names(names)
AbelianGroupBase.__init__(self) # TODO: category=CommutativeGroups()