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cosmetic
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@ -195,6 +195,7 @@ function compute_orbit_data{T<:GroupElem}(logger, name::String, G::Nemo.Group, S
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info(logger, "Decomposing E into orbits of $(autS)")
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@logtime logger orbs = orbit_decomposition(autS, E_2R, E_rdict)
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@assert sum(length(o) for o in orbs) == length(E_2R)
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info(logger, "E consists of $(length(orbs)) orbits!")
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save(joinpath(name, "orbits.jld"), "orbits", orbs)
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info(logger, "Action matrices")
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@ -90,19 +90,19 @@ function idempotents(RG::GroupRing{PermGroup}, T::Type=Rational{Int})
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return unique(idems)
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end
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function rankOne_projection{S}(chi::PropertyT.PermCharacter, idems::Vector{GroupRingElem{S}})
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function rankOne_projection{T}(chi::PropertyT.PermCharacter, idems::Vector{GroupRingElem{T}})
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RG = parent(first(idems))
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ids = [[one(RG, S)]; idems]
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ids = [[one(RG, T)]; idems]
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for (i,j,k) in Base.product(ids, ids, ids)
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if chi(i) == zero(S) || chi(j) == zero(S) || chi(k) == zero(S)
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if chi(i) == zero(T) || chi(j) == zero(T) || chi(k) == zero(T)
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continue
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end
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elt = i*j*k
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elt^2 == elt || continue
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if chi(elt) == one(S)
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if chi(elt) == one(T)
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return elt
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# return (i,j,k)
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end
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@ -134,7 +134,6 @@ function rankOne_projections(G::PermutationGroup, T::Type=Rational{Int})
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return min_projs
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end
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function rankOne_projections(BN::WreathProduct, T::Type=Rational{Int})
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N = BN.P.n
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