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add separate average over perms to perm_avg
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@ -132,26 +132,34 @@ function reconstruct(Ps::Vector{M},
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preps::Dict{GEl, P}, Uπs::Vector{U}, dims::Vector{Int}) where
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{M<:AbstractMatrix, GEl<:GroupElem, P<:perm, U<:AbstractMatrix}
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l = length(Uπs)
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transfP = [dims[π].*Uπs[π]*Ps[π]*Uπs[π]' for π in 1:l]
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tmp = [zeros(Float64, size(first(transfP))) for _ in 1:l]
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perms = collect(keys(preps))
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Threads.@threads for π in 1:l
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for p in perms
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BLAS.axpy!(1.0, view(transfP[π], preps[p].d, preps[p].d), tmp[π])
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end
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lU = length(Uπs)
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transfP = [dims[π].*Uπs[π]*Ps[π]*Uπs[π]' for π in 1:lU]
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tmp = [zeros(Float64, size(first(transfP))) for _ in 1:lU]
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@time Threads.@threads for π in 1:lU
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tmp[π] = perm_avg(tmp[π], transfP[π], values(preps))
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end
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recP = 1/length(perms) .* sum(tmp)
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# for i in eachindex(recP)
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# if abs(recP[i]) .< eps(eltype(recP))*100
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# recP[i] = zero(eltype(recP))
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# end
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# end
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@time recP = sum(tmp)./length(preps)
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return recP
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end
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function perm_avg(result, P, perms)
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lp = length(first(perms).d)
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for p in perms
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# result .+= view(P, p.d, p.d)
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@inbounds for j in 1:lp
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k = p[j]
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for i in 1:lp
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result[i,j] += P[p[i], k]
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end
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end
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end
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return result
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end
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###############################################################################
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#
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# Low-level solve
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