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NMathFunctionsTransposeProduct Method

Overload List
 NameDescription
Public methodStatic memberTransposeProduct(DoubleCsrSparseMatrix) Matrix inner product of the transpose of a sparse matrix in compressed row (CSR) format with itself. Result is a symmetric sparse matrix in CSR format.
Public methodStatic memberTransposeProduct(FloatCsrSparseMatrix) Matrix inner product of the transpose of a sparse matrix in compressed row (CSR) format with itself. Result is a symmetric sparse matrix in CSR format.
Public methodStatic memberTransposeProduct(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.
Public methodStatic memberTransposeProduct(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.
Public methodStatic memberTransposeProduct(DoubleComplexCsrSparseMatrix, DoubleComplexCsrSparseMatrix) Matrix transpose inner product of two sparse matrices in compressed row (CSR) format. The result is a sparse matrix in CSR format.
Public methodStatic memberTransposeProduct(DoubleComplexCsrSparseMatrix, DoubleComplexVector) Product of the transpose of a sparse matrix in compressed row (CSR) format with a dense vector.
Public methodStatic memberTransposeProduct(DoubleComplexMatrix, DoubleComplexMatrix) Returns the matrix inner product of the transpose of a given matrix and a second matrix.
Public methodStatic memberTransposeProduct(DoubleComplexMatrix, DoubleComplexVector) Computes the product of the transpose of a given matrix and a vector.
Public methodStatic memberTransposeProduct(DoubleCsrSparseMatrix, DoubleCsrSparseMatrix) Matrix transpose inner product of two sparse matrices in compressed row (CSR) format. The result is a sparse matrix in CSR format.
Public methodStatic memberTransposeProduct(DoubleCsrSparseMatrix, DoubleVector) Product of the transpose of a sparse matrix in compressed row (CSR) format with a dense vector.
Public methodStatic memberTransposeProduct(DoubleMatrix, DoubleMatrix) Returns the matrix inner product of the transpose of a given matrix and a second matrix.
Public methodStatic memberTransposeProduct(DoubleMatrix, DoubleVector) Computes the product of the transpose of a given matrix and a vector.
Public methodStatic memberTransposeProduct(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.
Public methodStatic memberTransposeProduct(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.
Public methodStatic memberTransposeProduct(FloatComplexCsrSparseMatrix, FloatComplexCsrSparseMatrix) Matrix transpose inner product of two sparse matrices in compressed row (CSR) format. The result is a sparse matrix in CSR format.
Public methodStatic memberTransposeProduct(FloatComplexCsrSparseMatrix, FloatComplexVector) Product of the transpose of a sparse matrix in compressed row (CSR) format with a dense vector.
Public methodStatic memberTransposeProduct(FloatComplexMatrix, FloatComplexMatrix) Returns the matrix inner product of the transpose of a given matrix and a second matrix.
Public methodStatic memberTransposeProduct(FloatComplexMatrix, FloatComplexVector) Computes the product of the transpose of a given matrix and a vector.
Public methodStatic memberTransposeProduct(FloatCsrSparseMatrix, FloatCsrSparseMatrix) Matrix transpose inner product of two sparse matrices in compressed row (CSR) format. The result is a sparse matrix in CSR format.
Public methodStatic memberTransposeProduct(FloatCsrSparseMatrix, FloatVector) Product of the transpose of a sparse matrix in compressed row (CSR) format with a dense vector.
Public methodStatic memberTransposeProduct(FloatMatrix, FloatMatrix) Returns the matrix inner product of the transpose of a given matrix and a second matrix.
Public methodStatic memberTransposeProduct(FloatMatrix, FloatVector) Computes the product of the transpose of a given matrix and a vector.
Public methodStatic memberTransposeProduct(DoubleComplexCsrSparseMatrix, DoubleComplexVector, DoubleComplexVector) Product of the transpose of a sparse matrix in compressed row (CSR) format with a dense vector.
Public methodStatic memberTransposeProduct(DoubleComplexMatrix, DoubleComplexMatrix, DoubleComplexMatrix) Computes the matrix inner product of the transpose of a given matrix and a second matrix and places the result in a third matrix.
Public methodStatic memberTransposeProduct(DoubleMatrix, DoubleMatrix, DoubleMatrix) Computes the matrix inner product of the transpose of a given matrix and a second matrix and places the result in a third matrix.
Public methodStatic memberTransposeProduct(FloatComplexCsrSparseMatrix, FloatComplexVector, FloatComplexVector) Product of the transpose of a sparse matrix in compressed row (CSR) format with a dense vector.
Public methodStatic memberTransposeProduct(FloatComplexMatrix, FloatComplexMatrix, FloatComplexMatrix) Computes the matrix inner product of the transpose of a given matrix and a second matrix and places the result in a third matrix.
Public methodStatic memberTransposeProduct(FloatMatrix, FloatMatrix, FloatMatrix) Computes the matrix inner product of the transpose of a given matrix and a second matrix and places the result in a third matrix.
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