Access a Matrix by transposed indices. More...
#include <matrix.hpp>
Inheritance diagram for correct_transpose_Matrix:
Collaboration diagram for correct_transpose_Matrix:
Public Member Functions | |
| correct_transpose_Matrix (Matrix *m) | |
| Construct a transposed Matrix out of a normal one. | |
 Public Member Functions inherited from Matrix | |
| void | assert_size (row r, column c) |
| assert that the Matrix has a minimum number of rows and columns, if not try to resize | |
| void | assert_size (row r, column c) const |
| assert that the Matrix has a minimum number of rows and columns, if not throw an exception | |
| void | Insert (row r, column c, complex v) |
| Insert an element at a given position (overwritten if already there) | |
| void | Add (row r, column c, complex v) |
| Add an element at a given position. | |
| complex | Get (row r, column c) const |
| Obtain an element at a given position. | |
| row | nrows () const |
| Number of rows. | |
| size_t | num_of_rows () const |
| column | ncols () const |
| Number of Columns. | |
| size_t | num_of_cols () const |
| void | add_diagonal (complex e) |
| Add a number to the entire diagonal of the Matrix. | |
| void | insert_diagonal (complex e) |
| Insert a number to the entire diagonal of the Matrix. | |
| void | multiply_by_number (complex v) |
| multiply whole Matrix by a complex number | |
| void | print (std::ostream &) const |
| Output matrix to the stream. | |
| void | formatted_print (std::ostream &) const |
| bool | check_hermitian () const |
| bool | check_realsymmetric () const |
| Matrix & | operator+= (Matrix const &rhs) |
Detailed Description
Access a Matrix by transposed indices.
transpose_Matrix will translate all access to members of a Matrix in such a way, that the transpose matrix is accessed. This is much more efficient than really transposing and conjugating the Matrix. The transpose_Matrix class gives the conjugate transpose!
The documentation for this class was generated from the following file:
- src/utils/inc/matrix.hpp
