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Avoid fp comparison of glm::sign
return value by introducing a sign comparison helper function
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5dbba35275
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@ -52,6 +52,12 @@ bool matrixEpsilonEqual(glm::mat<D, D, T, Q> const& a, glm::mat<D, D, T, Q> cons
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return true;
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}
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template<typename T>
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GLM_INLINE bool sameSign(T const& a, T const& b)
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{
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return ((a >= 0) && (b >= 0)) || ((a < 0) && (b < 0));
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}
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template<typename T>
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T failReport(T line)
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{
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@ -518,7 +524,7 @@ int testEigenvectors(T epsilon)
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{
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vec act = glm::normalize(eigenvectors[i]);
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vec exp = glm::normalize(_1aga::expectedEigenvectors<D>()[i]);
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if (glm::sign(act[0]) != glm::sign(exp[0])) exp = -exp;
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if (!sameSign(act[0], exp[0])) exp = -exp;
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if (!vectorEpsilonEqual(act, exp, epsilon))
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return failReport(__LINE__);
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}
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@ -631,13 +637,13 @@ int rndTest(unsigned int randomEngineSeed)
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return failReport(__LINE__);
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glm::sortEigenvalues(evals, evecs);
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if (glm::sign(evecs[0][0]) != glm::sign(x[0])) evecs[0] = -evecs[0];
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if (!sameSign(evecs[0][0], x[0])) evecs[0] = -evecs[0];
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if(!vectorEpsilonEqual(x, evecs[0], myEpsilon<double>()))
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return failReport(__LINE__);
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if (glm::sign(evecs[2][0]) != glm::sign(y[0])) evecs[2] = -evecs[2];
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if (!sameSign(evecs[2][0], y[0])) evecs[2] = -evecs[2];
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if (!vectorEpsilonEqual(y, evecs[2], myEpsilon<double>()))
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return failReport(__LINE__);
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if (glm::sign(evecs[1][0]) != glm::sign(z[0])) evecs[1] = -evecs[1];
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if (!sameSign(evecs[1][0], z[0])) evecs[1] = -evecs[1];
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if (!vectorEpsilonEqual(z, evecs[1], myEpsilon<double>()))
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return failReport(__LINE__);
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