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use SOS_problem-style "interface" for Symmetrized version as well
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@ -116,41 +116,32 @@ function addconstraints!(m::JuMP.Model, data::OrbitData, l::Int=length(data.lapl
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println("")
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end
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function init_model(n, sizes)
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m = JuMP.Model();
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P = Vector{Array{JuMP.Variable,2}}(n)
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function init_model(m, sizes)
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P = Vector{Array{JuMP.Variable,2}}(length(sizes))
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for (k,s) in enumerate(sizes)
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P[k] = JuMP.@variable(m, [i=1:s, j=1:s])
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JuMP.@SDconstraint(m, P[k] >= 0.0)
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end
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JuMP.@variable(m, λ >= 0.0)
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JuMP.@objective(m, Max, λ)
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return m, P
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return P
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end
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function create_SDP_problem(sett::Settings)
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info("Loading orbit data....")
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@time SDP_problem, orb_data = OrbitData(sett);
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function SOS_problem(X::GroupRingElem, orderunit::GroupRingElem, data::OrbitData; upper_bound=Inf)
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m = JuMP.Model();
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P = init_model(m, size.(data.Uπs,2))
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if sett.upper_bound < Inf
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λ = JuMP.getvariable(SDP_problem, :λ)
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JuMP.@constraint(SDP_problem, λ <= sett.upper_bound)
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λ = JuMP.@variable(m, λ)
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if upper_bound < Inf
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JuMP.@constraint(SDP_problem, λ <= upper_bound)
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end
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t = length(orb_data.laplacian)
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info("Adding $t constraints ... ")
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@time addconstraints!(SDP_problem, orb_data)
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info("Adding $(length(data.orbits)) constraints... ")
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return SDP_problem, orb_data
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end
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@time addconstraints!(m, X, orderunit, λ, P, data)
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function λandP(m::JuMP.Model, data::OrbitData, warmstart=true)
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varλ = m[:λ]
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varP = data.Ps
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λ, Ps = PropertyT.λandP(data.name, m, varλ, varP, warmstart)
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return λ, Ps
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JuMP.@objective(m, Max, λ)
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return m, λ, P
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end
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function λandP(m::JuMP.Model, data::OrbitData, sett::Settings)
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