Table of Contents - extendmatrix-0.4 Documentation
Classes and Modules
- Matrix
- Matrix::Givens
- Matrix::Hessenberg
- Matrix::Householder
- Matrix::Jacobi
- Matrix::LU
- Matrix::MMatrix
- Vector
- Vector::Norm
Methods
- ::J — Matrix::Jacobi
- ::QR — Matrix::Householder
- ::QR — Matrix::Givens
- ::QR — Matrix::Hessenberg
- ::bidiag — Matrix::Householder
- ::bidiagUV — Matrix::Householder
- ::build — Matrix
- ::concat — Vector
- ::default_block — Matrix::MMatrix
- ::diag — Matrix
- ::diag_in_delta? — Matrix
- ::equal_in_delta? — Matrix
- ::factorization — Matrix::LU
- ::gauss — Matrix::LU
- ::gauss_vector — Matrix::LU
- ::givens — Matrix::Givens
- ::gram_schmidt — Vector
- ::id_vect_range — Matrix::MMatrix
- ::max — Matrix::Jacobi
- ::off — Matrix::Jacobi
- ::robust_I — Matrix
- ::sqnorm — Vector::Norm
- ::sym_schur2 — Matrix::Jacobi
- ::toHessenberg — Matrix::Householder
- #/ — Vector
- #/ — Matrix
- #L — Matrix
- #U — Matrix
- #[] — Vector
- #[] — Matrix
- #[]= — Vector
- #[]= — Matrix
- #bidiagonal — Matrix
- #cJacobi — Matrix
- #cJacobiA — Matrix
- #cJacobiV — Matrix
- #collect! — Vector
- #cols_len — Matrix
- #column! — Matrix
- #column2matrix — Matrix
- #column= — Matrix
- #column_collect — Matrix
- #column_collect! — Matrix
- #column_sum — Matrix
- #diagonal — Matrix
- #dup — Matrix
- #e_mult — Matrix
- #e_quo — Matrix
- #each — Vector
- #each — Matrix
- #eigen — Matrix
- #eigenpairs — Matrix
- #eigenvaluesJacobi — Matrix
- #elementwise_operation — Matrix
- #empty? — Matrix
- #givensQ — Matrix
- #givensR — Matrix
- #gram_schmidt — Matrix
- #gram_schmidtQ — Matrix
- #gram_schmidtR — Matrix
- #hessenbergQ — Matrix
- #hessenbergR — Matrix
- #hessenberg_form_H — Matrix
- #house — Vector
- #houseQ — Matrix
- #houseR — Matrix
- #ids — Matrix
- #index — Vector
- #initialize_copy — Matrix
- #ln — Matrix
- #magnitude — Vector
- #max — Vector
- #max_len_column — Matrix
- #min — Vector
- #mssq — Matrix
- #norm — Vector
- #norm — Matrix
- #normF — Matrix
- #norm_frobenius — Matrix
- #norm_inf — Vector
- #normalize — Vector
- #old_divition — Matrix
- #proj — Vector
- #quo — Vector
- #quo — Matrix
- #realSchur — Matrix
- #row! — Matrix
- #row2matrix — Matrix
- #row= — Matrix
- #row_collect — Matrix
- #row_collect! — Matrix
- #row_sum — Matrix
- #set — Matrix
- #slice — Vector
- #slice= — Vector
- #slice_set — Vector
- #sqrt — Matrix
- #sscp — Matrix
- #sum — Vector
- #t — Vector
- #to_s — Matrix
- #to_s_old — Matrix
- #total_sum — Matrix
- #transpose — Vector
- #wrap= — Matrix
- #wraplate — Matrix