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https://github.com/kalmarek/PropertyT.jl.git
synced 2024-11-14 14:15:28 +01:00
rename AutS -> autS
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@ -8,7 +8,7 @@ immutable Settings
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N::Int
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G::Group
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S::Vector
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AutS::Group
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autS::Group
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radius::Int
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solver::SCSSolver
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upper_bound::Float64
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@ -106,7 +106,7 @@ function init_orbit_data(logger, sett::Settings; radius=2)
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files_exists = ex.(["delta.jld", "pm.jld", "U_pis.jld", "orbits.jld", "preps.jld"])
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if !all(files_exists)
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compute_orbit_data(logger, prepath(sett), sett.G, sett.S, sett.AutS, radius=radius)
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compute_orbit_data(logger, prepath(sett), sett.G, sett.S, sett.autS, radius=radius)
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end
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return 0
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@ -204,7 +204,7 @@ function λandP(m::JuMP.Model, data::OrbitData, sett::Settings)
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info(logger, "Reconstructing P...")
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preps = load_preps(joinpath(prepath(sett), "preps.jld"), sett.AutS)
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preps = load_preps(joinpath(prepath(sett), "preps.jld"), sett.autS)
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@logtime logger recP = reconstruct_sol(preps, data.Us, Ps, data.dims)
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@ -131,9 +131,9 @@ function perm_reps(G::Group, E::Vector, E_rdict=GroupRings.reverse_dict(E))
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return Dict(elts[i]=>preps[i] for i in 1:l)
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end
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function perm_reps(S::Vector, AutS::Group, radius::Int)
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function perm_reps(S::Vector, autS::Group, radius::Int)
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E, _ = Groups.generate_balls(S, radius=radius)
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return perm_reps(AutS, E)
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return perm_reps(autS, E)
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end
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function reconstruct_sol{T<:GroupElem, S<:Nemo.perm}(preps::Dict{T, S},
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@ -171,7 +171,7 @@ function orthSVD{T}(M::AbstractMatrix{T})
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return fact[:U][:,1:M_rank]
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end
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function compute_orbit_data{T<:GroupElem}(logger, name::String, G::Nemo.Group, S::Vector{T}, AutS; radius=2)
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function compute_orbit_data{T<:GroupElem}(logger, name::String, G::Nemo.Group, S::Vector{T}, autS::Nemo.Group; radius=2)
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isdir(name) || mkdir(name)
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info(logger, "Generating ball of radius $(2*radius)")
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@ -192,27 +192,27 @@ function compute_orbit_data{T<:GroupElem}(logger, name::String, G::Nemo.Group, S
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save(joinpath(name, "delta.jld"), "Δ", Δ.coeffs)
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save(joinpath(name, "pm.jld"), "pm", pm)
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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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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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save(joinpath(name, "orbits.jld"), "orbits", orbs)
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info(logger, "Action matrices")
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@logtime logger reps = perm_reps(AutS, E_2R[1:sizes[radius]], E_rdict)
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@logtime logger reps = perm_reps(autS, E_2R[1:sizes[radius]], E_rdict)
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save_preps(joinpath(name, "preps.jld"), reps)
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reps = matrix_reps(reps)
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info(logger, "Projections")
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@logtime logger AutS_mps = rankOne_projections(AutS);
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@logtime logger autS_mps = rankOne_projections(autS);
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@logtime logger π_E_projections = [Cstar_repr(p, reps) for p in AutS_mps]
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@logtime logger π_E_projections = [Cstar_repr(p, reps) for p in autS_mps]
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info(logger, "Uπs...")
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@logtime logger Uπs = orthSVD.(π_E_projections)
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multiplicities = size.(Uπs,2)
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info(logger, "multiplicities = $multiplicities")
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dimensions = [Int(p[AutS()]*Int(order(AutS))) for p in AutS_mps];
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dimensions = [Int(p[autS()]*Int(order(autS))) for p in autS_mps];
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info(logger, "dimensions = $dimensions")
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@assert dot(multiplicities, dimensions) == sizes[radius]
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