Overload List
| Name | Description | |
|---|---|---|
  | TransposeProduct(DoubleBandMatrix, DoubleBandMatrix) |
Computes the matrix (inner) product of the transpose of A and B.
The product is a banded matrix whose lower bandwidth is the sum of the
upper bandwidth of A and the lower bandwidth ofB, and whose
upper bandwidth is the sum of the lower bandwidth of A and the upper
bandwidth of B.
|
| TransposeProduct(DoubleComplexBandMatrix, DoubleComplexBandMatrix) |
Computes the matrix (inner) product of the transpose of A and B.
The product is a banded matrix whose lower bandwidth is the sum of the
upper bandwidth of A and the lower bandwidth ofB, and whose
upper bandwidth is the sum of the lower bandwidth of A and the upper
bandwidth of B.
|
| TransposeProduct(DoubleComplexCsrSparseMatrix, DoubleComplexVector) |
Product of the transpose of a sparse matrix in compressed row (CSR) format with a dense vector.
|
| TransposeProduct(DoubleComplexCsrSparseMatrix, DoubleComplexCsrSparseMatrix) |
Matrix transpose inner product of two sparse matrices in compressed row (CSR) format. The
result is a sparse matrix in CSR format.
|
| TransposeProduct(DoubleCsrSparseMatrix, DoubleVector) |
Product of the transpose of a sparse matrix in compressed row (CSR) format with a dense vector.
|
| TransposeProduct(DoubleCsrSparseMatrix, DoubleCsrSparseMatrix) |
Matrix transpose inner product of two sparse matrices in compressed row (CSR) format. The
result is a sparse matrix in CSR format.
|
| TransposeProduct(FloatBandMatrix, FloatBandMatrix) |
Computes the matrix (inner) product of the transpose of A and B.
The product is a banded matrix whose lower bandwidth is the sum of the
upper bandwidth of A and the lower bandwidth ofB, and whose
upper bandwidth is the sum of the lower bandwidth of A and the upper
bandwidth of B.
|
| TransposeProduct(FloatComplexBandMatrix, FloatComplexBandMatrix) |
Computes the matrix (inner) product of the transpose of A and B.
The product is a banded matrix whose lower bandwidth is the sum of the
upper bandwidth of A and the lower bandwidth ofB, and whose
upper bandwidth is the sum of the lower bandwidth of A and the upper
bandwidth of B.
|
