QR decomposition is a decomposition of a matrix A into a product A = QR of an orthonormal matrix Q and an *upper triangular matrix R.
These are the templates to configure the function.
Parameters:
| column_num | describes the number of columns. |
| row_num | describes the number of rows. |
template < int row_num, int column_num > class QRD_Householder_Graph: public graph // fields kernel k0[column_num-1] kernel k1 input_plio matAU_0 input_plio matAU_1 output_plio matRQ_0 output_plio matRQ_1 input_port column_id[column_num]