InitOnDemandComputations()
{
_fullRankOnDemand = new OnDemandComputation <bool>(ComputeFullRank);
_householderVectorsOnDemand = new OnDemandComputation <Matrix>(ComputeHouseholderVectors);
_upperTriangularFactorOnDemand = new OnDemandComputation <Matrix>(ComputeUpperTriangularFactor);
_orthogonalFactorOnDemand = new OnDemandComputation <Matrix>(ComputeOrthogonalFactor);
}
InitOnDemandComputations()
{
_diagonalSingularValuesOnDemand = new OnDemandComputation <Matrix>(ComputeDiagonalSingularValues);
_leftSingularVectorsOnDemand = new OnDemandComputation <Matrix>(ComputeLeftSingularVectors);
_rightSingularVectorsOnDemand = new OnDemandComputation <Matrix>(ComputeRightSingularVectors);
_rankOnDemand = new OnDemandComputation <int>(ComputeRank);
}
InitOnDemandComputations()
{
_isNonSingularOnDemand = new OnDemandComputation <bool>(ComputeIsNonSingular);
_lowerTriangularFactorOnDemand = new OnDemandComputation <Matrix>(ComputeLowerTriangularFactor);
_upperTriangularFactorOnDemand = new OnDemandComputation <Matrix>(ComputeUpperTriangularFactor);
_pivotOnDemand = new OnDemandComputation <int[]>(ComputePivot);
_pivotDoubleOnDemand = new OnDemandComputation <double[]>(ComputePivotDouble);
_determinantOnDemand = new OnDemandComputation <double>(ComputeDeterminant);
}
void InitOnDemandComputations()
{
_blockDiagonalOnDemand = new OnDemandComputation<Matrix>(ComputeBlockDiagonalMatrix);
////_eigenValuesOnDemand = new OnDemandComputation<ComplexVector>(ComputeEigenValues);
_eigenVectorsOnDemand = new OnDemandComputation<Matrix>(ComputeEigentVectors);
}
InitOnDemandComputations()
{
_isNonSingularOnDemand = new OnDemandComputation<bool>(ComputeIsNonSingular);
_lowerTriangularFactorOnDemand = new OnDemandComputation<Matrix>(ComputeLowerTriangularFactor);
_upperTriangularFactorOnDemand = new OnDemandComputation<Matrix>(ComputeUpperTriangularFactor);
_pivotOnDemand = new OnDemandComputation<int[]>(ComputePivot);
_pivotVectorOnDemand = new OnDemandComputation<Vector>(ComputePivotVector);
_permutationMatrixOnDemand = new OnDemandComputation<Matrix>(ComputePermutationMatrix);
_determinantOnDemand = new OnDemandComputation<double>(ComputeDeterminant);
}
void InitOnDemandComputations()
{
_fullRankOnDemand = new OnDemandComputation<bool>(ComputeFullRank);
_householderVectorsOnDemand = new OnDemandComputation<Matrix>(ComputeHouseholderVectors);
_upperTriangularFactorOnDemand = new OnDemandComputation<Matrix>(ComputeUpperTriangularFactor);
_orthogonalFactorOnDemand = new OnDemandComputation<Matrix>(ComputeOrthogonalFactor);
}
InitOnDemandComputations()
{
_blockDiagonalOnDemand = new OnDemandComputation <Matrix>(ComputeBlockDiagonalMatrix);
_eigenValuesOnDemand = new OnDemandComputation <Complex[]>(ComputeEigenValues);
_eigenVectorsOnDemand = new OnDemandComputation <Matrix>(ComputeEigentVectors);
}
InitOnDemandComputations()
{
_diagonalSingularValuesOnDemand = new OnDemandComputation <Matrix>(ComputeDiagonalSingularValues);
_rankOnDemand = new OnDemandComputation <int>(ComputeRank);
}
InitOnDemandComputations()
{
_diagonalSingularValuesOnDemand = new OnDemandComputation<Matrix>(ComputeDiagonalSingularValues);
_rankOnDemand = new OnDemandComputation<int>(ComputeRank);
}
private void InitOnDemandComputations()
{
_blockDiagonalOnDemand = new OnDemandComputation <Matrix <T> >(ComputeBlockDiagonalMatrix);
_eigenVectorsOnDemand = new OnDemandComputation <Matrix <T> >(ComputeEigentVectors);
}