Lines Matching refs:pMatA

1863 double lcl_GetSumProduct( ScMatrixRef pMatA, ScMatrixRef pMatB, SCSIZE nM )  in lcl_GetSumProduct()  argument
1867         fSum += pMatA->GetDouble(i) * pMatB->GetDouble(i);  in lcl_GetSumProduct()
1874 double lcl_GetColumnEuclideanNorm( ScMatrixRef pMatA, SCSIZE nC, SCSIZE nR, SCSIZE nN )  in lcl_GetColumnEuclideanNorm()  argument
1878         fNorm  += (pMatA->GetDouble(nC,row)) * (pMatA->GetDouble(nC,row));  in lcl_GetColumnEuclideanNorm()
1884 double lcl_TGetColumnEuclideanNorm( ScMatrixRef pMatA, SCSIZE nR, SCSIZE nC, SCSIZE nN )  in lcl_TGetColumnEuclideanNorm()  argument
1888         fNorm  += (pMatA->GetDouble(col,nR)) * (pMatA->GetDouble(col,nR));  in lcl_TGetColumnEuclideanNorm()
1895 double lcl_GetColumnMaximumNorm( ScMatrixRef pMatA, SCSIZE nC, SCSIZE nR, SCSIZE nN )  in lcl_GetColumnMaximumNorm()  argument
1899         if (fNorm < fabs(pMatA->GetDouble(nC,row)))  in lcl_GetColumnMaximumNorm()
1900             fNorm = fabs(pMatA->GetDouble(nC,row));  in lcl_GetColumnMaximumNorm()
1906 double lcl_TGetColumnMaximumNorm( ScMatrixRef pMatA, SCSIZE nR, SCSIZE nC, SCSIZE nN )  in lcl_TGetColumnMaximumNorm()  argument
1910         if (fNorm < fabs(pMatA->GetDouble(col,nR)))  in lcl_TGetColumnMaximumNorm()
1911             fNorm = fabs(pMatA->GetDouble(col,nR));  in lcl_TGetColumnMaximumNorm()
1918 double lcl_GetColumnSumProduct( ScMatrixRef pMatA, SCSIZE nCa, ScMatrixRef pMatB,  in lcl_GetColumnSumProduct()  argument
1923         fResult += pMatA->GetDouble(nCa,row) * pMatB->GetDouble(nCb,row);  in lcl_GetColumnSumProduct()
1929 double lcl_TGetColumnSumProduct( ScMatrixRef pMatA, SCSIZE nRa,  in lcl_TGetColumnSumProduct()  argument
1934         fResult += pMatA->GetDouble(col,nRa) * pMatB->GetDouble(col,nRb);  in lcl_TGetColumnSumProduct()
1957 bool lcl_CalculateQRdecomposition(ScMatrixRef pMatA,  in lcl_CalculateQRdecomposition()  argument
1969         fScale = lcl_GetColumnMaximumNorm(pMatA, col, col, nN);  in lcl_CalculateQRdecomposition()
1975             pMatA->PutDouble( pMatA->GetDouble(col,row)/fScale, col, row);  in lcl_CalculateQRdecomposition()
1977         fEuclid = lcl_GetColumnEuclideanNorm(pMatA, col, col, nN);  in lcl_CalculateQRdecomposition()
1978         fFactor = 1.0/fEuclid/(fEuclid + fabs(pMatA->GetDouble(col,col)));  in lcl_CalculateQRdecomposition()
1979         fSignum = lcl_GetSign(pMatA->GetDouble(col,col));  in lcl_CalculateQRdecomposition()
1980         pMatA->PutDouble( pMatA->GetDouble(col,col) + fSignum*fEuclid, col,col);  in lcl_CalculateQRdecomposition()
1986             fSum =lcl_GetColumnSumProduct(pMatA, col, pMatA, c, col, nN);  in lcl_CalculateQRdecomposition()
1988                 pMatA->PutDouble( pMatA->GetDouble(c,row)  in lcl_CalculateQRdecomposition()
1989                         - fSum * fFactor * pMatA->GetDouble(col,row), c, row);  in lcl_CalculateQRdecomposition()
1996 bool lcl_TCalculateQRdecomposition(ScMatrixRef pMatA,  in lcl_TCalculateQRdecomposition()  argument
2008         fScale = lcl_TGetColumnMaximumNorm(pMatA, row, row, nN);  in lcl_TCalculateQRdecomposition()
2014             pMatA->PutDouble( pMatA->GetDouble(col,row)/fScale, col, row);  in lcl_TCalculateQRdecomposition()
2016         fEuclid = lcl_TGetColumnEuclideanNorm(pMatA, row, row, nN);  in lcl_TCalculateQRdecomposition()
2017         fFactor = 1.0/fEuclid/(fEuclid + fabs(pMatA->GetDouble(row,row)));  in lcl_TCalculateQRdecomposition()
2018         fSignum = lcl_GetSign(pMatA->GetDouble(row,row));  in lcl_TCalculateQRdecomposition()
2019         pMatA->PutDouble( pMatA->GetDouble(row,row) + fSignum*fEuclid, row,row);  in lcl_TCalculateQRdecomposition()
2025             fSum =lcl_TGetColumnSumProduct(pMatA, row, pMatA, r, row, nN);  in lcl_TCalculateQRdecomposition()
2027                 pMatA->PutDouble( pMatA->GetDouble(col,r)  in lcl_TCalculateQRdecomposition()
2028                         - fSum * fFactor * pMatA->GetDouble(col,row), col, r);  in lcl_TCalculateQRdecomposition()
2041 void lcl_ApplyHouseholderTransformation(ScMatrixRef pMatA, SCSIZE nC,  in lcl_ApplyHouseholderTransformation()  argument
2045     double fDenominator = lcl_GetColumnSumProduct(pMatA, nC, pMatA, nC, nC, nN);  in lcl_ApplyHouseholderTransformation()
2046     double fNumerator = lcl_GetColumnSumProduct(pMatA, nC, pMatY, 0, nC, nN);  in lcl_ApplyHouseholderTransformation()
2050                 pMatY->GetDouble(row) - fFactor * pMatA->GetDouble(nC,row), row);  in lcl_ApplyHouseholderTransformation()
2054 void lcl_TApplyHouseholderTransformation(ScMatrixRef pMatA, SCSIZE nR,  in lcl_TApplyHouseholderTransformation()  argument
2058     double fDenominator = lcl_TGetColumnSumProduct(pMatA, nR, pMatA, nR, nR, nN);  in lcl_TApplyHouseholderTransformation()
2059     double fNumerator = lcl_TGetColumnSumProduct(pMatA, nR, pMatY, 0, nR, nN);  in lcl_TApplyHouseholderTransformation()
2063           pMatY->GetDouble(col) - fFactor * pMatA->GetDouble(col,nR), col);  in lcl_TApplyHouseholderTransformation()
2072 void lcl_SolveWithUpperRightTriangle(ScMatrixRef pMatA,  in lcl_SolveWithUpperRightTriangle()  argument
2086                 fSum -= pMatA->GetDouble(row,col) * pMatS->GetDouble(col);  in lcl_SolveWithUpperRightTriangle()
2088                 fSum -= pMatA->GetDouble(col,row) * pMatS->GetDouble(col);  in lcl_SolveWithUpperRightTriangle()
2099 void lcl_SolveWithLowerLeftTriangle(ScMatrixRef pMatA,  in lcl_SolveWithLowerLeftTriangle()  argument
2111                 fSum -= pMatA->GetDouble(col,row) * pMatT->GetDouble(col);  in lcl_SolveWithLowerLeftTriangle()
2113                 fSum -= pMatA->GetDouble(row,col) * pMatT->GetDouble(col);  in lcl_SolveWithLowerLeftTriangle()
2125 void lcl_ApplyUpperRightTriangle(ScMatrixRef pMatA,  in lcl_ApplyUpperRightTriangle()  argument
2136                 fSum += pMatA->GetDouble(row,col) * pMatB->GetDouble(col);  in lcl_ApplyUpperRightTriangle()
2138                 fSum += pMatA->GetDouble(col,row) * pMatB->GetDouble(col);  in lcl_ApplyUpperRightTriangle()