Avoid naming conflict with identity transformation
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@ -10,10 +10,10 @@ using PolynomialRoots
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# the difference between the matrices `target` and `attempt`, projected onto the
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# subspace of matrices whose entries vanish at each empty index of `target`
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function proj_diff(target, attempt)
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I, J, values = findnz(target)
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J, K, values = findnz(target)
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result = zeros(size(target)...)
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for (i, j, val) in zip(I, J, values)
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result[i, j] = val - attempt[i, j]
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for (j, k, val) in zip(J, K, values)
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result[j, k] = val - attempt[j, k]
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end
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result
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end
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@ -26,19 +26,19 @@ Q = diagm([-1, 1, 1, 1, 1])
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# initialize the partial gram matrix for an arrangement of seven spheres in
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# which spheres 1 through 5 are mutually tangent, and spheres 3 through 7 are
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# also mutually tangent
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I = Int64[]
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J = Int64[]
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K = Int64[]
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values = BigFloat[]
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for i in 1:7
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for j in 1:7
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if (i <= 5 && j <= 5) || (i >= 3 && j >= 3)
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push!(I, i)
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for j in 1:7
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for k in 1:7
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if (j <= 5 && k <= 5) || (j >= 3 && k >= 3)
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push!(J, j)
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push!(values, i == j ? 1 : -1)
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push!(K, k)
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push!(values, j == k ? 1 : -1)
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end
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end
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end
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gram = sparse(I, J, values)
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gram = sparse(J, K, values)
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# set the independent variable
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#
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