Searched refs:xNormSqr (Results 1 – 3 of 3) sorted by relevance
264 double xNormSqr = 0; in transformToUpperBiDiagonal() local267 xNormSqr += c * c; in transformToUpperBiDiagonal()270 final double a = (hK[k] > 0) ? -FastMath.sqrt(xNormSqr) : FastMath.sqrt(xNormSqr); in transformToUpperBiDiagonal()290 xNormSqr = 0; in transformToUpperBiDiagonal()293 xNormSqr += c * c; in transformToUpperBiDiagonal()295 … final double b = (hK[k + 1] > 0) ? -FastMath.sqrt(xNormSqr) : FastMath.sqrt(xNormSqr); in transformToUpperBiDiagonal()329 double xNormSqr = 0; in transformToLowerBiDiagonal() local332 xNormSqr += c * c; in transformToLowerBiDiagonal()334 final double a = (hK[k] > 0) ? -FastMath.sqrt(xNormSqr) : FastMath.sqrt(xNormSqr); in transformToLowerBiDiagonal()354 xNormSqr = 0; in transformToLowerBiDiagonal()[all …]
213 double xNormSqr = 0; in transform() local216 xNormSqr += c * c; in transform()218 final double a = (hK[k + 1] > 0) ? -FastMath.sqrt(xNormSqr) : FastMath.sqrt(xNormSqr); in transform()
99 double xNormSqr = 0; in QRDecompositionImpl() local102 xNormSqr += c * c; in QRDecompositionImpl()104 … final double a = (qrtMinor[minor] > 0) ? -FastMath.sqrt(xNormSqr) : FastMath.sqrt(xNormSqr); in QRDecompositionImpl()