Test lots of uniformly distributed hyperplanes
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@ -78,7 +78,7 @@ is_nontrivial = soln -> norm2(abs.(real.(soln)) - trivial_soln) > 1e-4*length(ge
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##max_slope = 5
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##binom = Binomial(2max_slope, 1/2)
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Random.seed!(6071)
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n_planes = 3
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n_planes = 36
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for through_trivial in [false, true]
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samples = []
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for _ in 1:n_planes
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@ -91,10 +91,10 @@ for through_trivial in [false, true]
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## 1 2 1 2 0 1 1 0 1 1 0;
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## 1 1 0 1 0 1 2 0 2 0 0
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##]
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display(cut_matrix) ## [verbose]
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## display(cut_matrix) ## [verbose]
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if through_trivial
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cut_offset = [sum(cf[sph_z_ind]) for cf in eachrow(cut_matrix)]
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display(cut_offset) ## [verbose]
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## display(cut_offset) ## [verbose]
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cut_subspace = LinearSubspace(cut_matrix, cut_offset)
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else
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cut_subspace = LinearSubspace(cut_matrix, fill(0., freedom))
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@ -104,7 +104,7 @@ for through_trivial in [false, true]
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nontrivial_solns = filter(is_nontrivial, real_solns)
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println("$(length(real_solns) - length(nontrivial_solns)) trivial solutions found")
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for soln in nontrivial_solns
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##[test] for soln in filter(is_nontrivial, solution.(filter(isreal, results(wtns))))
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## [test] for soln in filter(is_nontrivial, solution.(filter(isreal, results(wtns))))
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if all(norm2(soln - samp) > 1e-4*length(gens(coordring)) for samp in samples)
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push!(samples, soln)
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end
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@ -117,7 +117,7 @@ for through_trivial in [false, true]
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end
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println("$(length(samples)) sample solutions, not including the trivial one:")
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for soln in samples
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## [verbose] display([vbls round.(soln, digits = 6)])
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## display([vbls round.(soln, digits = 6)]) ## [verbose]
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k_sq = abs2(soln[1])
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if abs2(soln[end-2]) > 1e-12
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if k_sq < 1e-12
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