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watertight polygons
I fixd the polygons! I just had to remove the equal-to-endpoint rule and add a more specific exception for λ=-π.
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@ -443,29 +443,29 @@ public class Elastik {
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for (int i = 1; i < ф_vertices.length; i ++) {
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if (abs(λ_vertices[i] - λ_vertices[i - 1]) > PI)
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continue; // skip edges that are wrapping around the backside
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// if our north-south line crosses it
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if (λ_vertices[i - 1] != λ_vertices[i]) {
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if ((λ_vertices[i - 1] < λ) != (λ_vertices[i] < λ) ||
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λ_vertices[i - 1] == λ || λ_vertices[i] == λ) {
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// calculate *where* it crosses
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double ф_intersect;
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if (ф_vertices[i - 1] != ф_vertices[i]) {
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double Δλ0 = λ - λ_vertices[i - 1];
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double Δλ1 = λ_vertices[i] - λ;
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ф_intersect = (ф_vertices[i - 1]*Δλ1 + ф_vertices[i]*Δλ0)/(Δλ0 + Δλ1);
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}
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else {
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ф_intersect = ф_vertices[i]; // be mindful of efficiency and avoiding roundoff
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}
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double Δф = abs(ф_intersect - ф);
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if (Δф == 0)
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return true; // if it's on the line, count it as in
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// otherwise, count this crossing
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if ((ф_intersect < ф) == (λ_vertices[i - 1] < λ_vertices[i]))
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crossings += 1;
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else
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crossings -= 1;
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// see if our north-south line crosses it
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boolean crosses = (λ_vertices[i - 1] < λ) != (λ_vertices[i] < λ) ||
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(λ == -PI && min(λ_vertices[i - 1], λ_vertices[i]) == -PI);
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if (crosses) {
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// calculate *where* it crosses
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double ф_intersect;
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if (ф_vertices[i - 1] != ф_vertices[i]) {
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double Δλ0 = λ - λ_vertices[i - 1];
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double Δλ1 = λ_vertices[i] - λ;
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ф_intersect = (ф_vertices[i - 1]*Δλ1 + ф_vertices[i]*Δλ0)/(Δλ0 + Δλ1);
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}
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else {
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ф_intersect = ф_vertices[i]; // be mindful of efficiency and avoiding roundoff
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}
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double Δф = abs(ф_intersect - ф);
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if (Δф == 0)
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return true; // if it's on the line, count it as in
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// otherwise, count this crossing
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if ((ф_intersect < ф) == (λ_vertices[i - 1] < λ_vertices[i]))
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crossings += 1;
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else
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crossings -= 1;
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}
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}
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return crossings > 0;
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@ -488,7 +488,7 @@ public class Elastik {
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public SplineSurface(double[][] values) {
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this.values = values;
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// set the gradients at the nodes
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// set the gradients at the nodes to finite-difference estimates
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final int m = values.length;
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final int n = values[0].length;
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this.gradients_dф = new double[m][n];
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@ -608,13 +608,13 @@ public class Elastik {
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SplineSurface[][] surfaces, int i_A, int j_A, int k_A, int i_B, int j_B, int k_B) {
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for (int l = 0; l < 2; l ++) {
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double mean_gradient_dф = (
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surfaces[i_A][l].gradients_dф[j_A][k_A] +
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surfaces[i_B][l].gradients_dф[j_B][k_B])/2;
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surfaces[i_A][l].gradients_dф[j_A][k_A] +
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surfaces[i_B][l].gradients_dф[j_B][k_B])/2;
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surfaces[i_A][l].gradients_dф[j_A][k_A] = mean_gradient_dф;
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surfaces[i_B][l].gradients_dф[j_B][k_B] = mean_gradient_dф;
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double mean_gradient_dλ = (
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surfaces[i_A][l].gradients_dλ[j_A][k_A] +
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surfaces[i_B][l].gradients_dλ[j_B][k_B])/2;
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surfaces[i_A][l].gradients_dλ[j_A][k_A] +
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surfaces[i_B][l].gradients_dλ[j_B][k_B])/2;
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surfaces[i_A][l].gradients_dλ[j_A][k_A] = mean_gradient_dλ;
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surfaces[i_B][l].gradients_dλ[j_B][k_B] = mean_gradient_dλ;
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}
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