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use additive group for objects involving Rings
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@ -152,9 +152,13 @@ end
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###############################################################################
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###############################################################################
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function direct_mult(g::DirectProductGroupElem, h::DirectProductGroupElem)
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function direct_mult(g::DirectProductGroupElem, h::DirectProductGroupElem)
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parent(g) == parent(h) || throw("Can't multiply elements from different groups: $g, $h")
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G = parent(g)
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G = parent(g)
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# G == parent(h) || throw("Can't multiply elements from different groups: $G, $parent(h)")
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return G([op(a,b) for (op,a,b) in zip(G.operations, g.elts, h.elts)])
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if isa(first(G.factors), Ring)
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return G(.+(g.elts,h.elts))
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else
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return G(.*(g.elts,h.elts))
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end
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end
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end
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doc"""
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doc"""
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@ -179,7 +183,11 @@ doc"""
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# TODO: dirty hack around `+` operation
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# TODO: dirty hack around `+` operation
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function inv(g::DirectProductGroupElem)
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function inv(g::DirectProductGroupElem)
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G = parent(g)
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G = parent(g)
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return G([(op == (*) ? inv(elt): -elt) for (op,elt) in zip(G.operations, g.elts)])
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if isa(first(G.factors), Ring)
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return DirectProductGroupElem([-a for a in g.elts])
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else
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return DirectProductGroupElem([inv(a) for a in g.elts])
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end
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end
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end
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###############################################################################
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###############################################################################
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