mirror of https://github.com/CGAL/cgal
Use CGAL::sqrt() rather than std::sqrt()
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fa281d882f
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@ -86,8 +86,8 @@ namespace internal {
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}
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else // generic case
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{
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FT l1 = (FT)(0.5 * ( -1*std::sqrt(p) + c + a));
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FT l2 = (FT)(0.5 * ( std::sqrt(p) + c + a));
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FT l1 = (FT)(0.5 * ( -1*CGAL::sqrt(p) + c + a));
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FT l2 = (FT)(0.5 * ( CGAL::sqrt(p) + c + a));
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// all eigen values of a symmetric positive
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// definite matrix must be real and positive
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@ -101,15 +101,15 @@ namespace internal {
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{
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eigen_values.first = l1;
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eigen_values.second = l2;
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eigen_vectors.first = Vector((FT)1.0, (FT)(-(std::sqrt(p)-c+a) / (2*b)));
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eigen_vectors.second = Vector((FT)1.0, (FT)( (std::sqrt(p)+c-a) / (2*b)));
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eigen_vectors.first = Vector((FT)1.0, (FT)(-(CGAL::sqrt(p)-c+a) / (2*b)));
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eigen_vectors.second = Vector((FT)1.0, (FT)( (CGAL::sqrt(p)+c-a) / (2*b)));
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}
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else
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{
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eigen_values.first = l2;
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eigen_values.second = l1;
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eigen_vectors.first = Vector((FT)1.0, (FT)( (std::sqrt(p)+c-a) / (2*b)));
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eigen_vectors.second = Vector((FT)1.0, (FT)(-(std::sqrt(p)-c+a) / (2*b)));
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eigen_vectors.first = Vector((FT)1.0, (FT)( (CGAL::sqrt(p)+c-a) / (2*b)));
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eigen_vectors.second = Vector((FT)1.0, (FT)(-(CGAL::sqrt(p)-c+a) / (2*b)));
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}
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} // end generic case
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} // end non-degenerate case
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