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fix gens
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@ -91,7 +91,8 @@ GroupsCore.ngens(G::AbstractFPGroup) = length(G.gens)
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function GroupsCore.gens(G::AbstractFPGroup, i::Integer)
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function GroupsCore.gens(G::AbstractFPGroup, i::Integer)
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@boundscheck 1<=i<=GroupsCore.ngens(G)
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@boundscheck 1<=i<=GroupsCore.ngens(G)
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return FPGroupElement(word_type(G)([i]), G)
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l = alphabet(G)[G.gens[i]]
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return FPGroupElement(word_type(G)([l]), G)
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end
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end
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GroupsCore.gens(G::AbstractFPGroup) = [gens(G, i) for i in 1:GroupsCore.ngens(G)]
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GroupsCore.gens(G::AbstractFPGroup) = [gens(G, i) for i in 1:GroupsCore.ngens(G)]
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@ -102,8 +103,8 @@ function Base.rand(
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)
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)
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l = rand(10:100)
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l = rand(10:100)
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G = rs[]
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G = rs[]
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symmgens_len = length(alphabet(F))
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nletters = length(alphabet(G))
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return FPGroupElement(word_type(G)(rand(1:symmgens_len, l)), G)
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return FPGroupElement(word_type(G)(rand(1:nletters, l)), G)
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end
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end
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## FPGroupElement
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## FPGroupElement
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@ -204,10 +205,10 @@ struct FreeGroup{T} <: AbstractFPGroup
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end
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end
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end
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end
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function FreeGroup(a::Alphabet)
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function FreeGroup(A::Alphabet)
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@boundscheck @assert all(KnuthBendix.hasinverse(l, A)
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@boundscheck @assert all(KnuthBendix.hasinverse(l, A)
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for l in KnuthBendix.letters(a))
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for l in KnuthBendix.letters(A))
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return FreeGroup(KnuthBendix.letters(a), a)
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return FreeGroup(KnuthBendix.letters(A), A)
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end
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end
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Base.show(io::IO, F::FreeGroup) = print(io, "free group on $(ngens(F)) generators")
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Base.show(io::IO, F::FreeGroup) = print(io, "free group on $(ngens(F)) generators")
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