elem() [3/3]

ring_elem Matrix::elem	(	int	i,
		int	j ) const

Definition at line 307 of file matrix.cpp.

{
  return get_ring()->get_entry(elem(j), i);
}

References elem(), and get_ring().

Referenced by PolyRingQuotient::ann(), BRPSfromMatrix(), clean(), coeffs(), Matrix::column_iterator::column_iterator(), compress(), concat(), GaussElimComputation::contains(), HermiteComputation::contains(), content(), convertToCFList(), copyMatrixToVector(), ChineseRemainder::CRA(), PolynomialRing::create_quotient(), diff(), dimension1(), direct_sum(), divide_by_var(), elem(), elim_keep(), elim_vars(), RingMap::eval(), SLP< Field >::evaluate(), BIBasis::BooleanInvolutiveBasis< MonomType >::FillInitialSet(), F4toM2Interface::from_M2_matrix(), GBDeclared::GBDeclared(), GBDeclared::GBDeclared(), GBMatrix::GBMatrix(), homogenize(), IM2_Matrix_concat(), IM2_Matrix_get_entries(), IM2_Matrix_get_entry(), is_equal(), is_homogeneous(), is_zero(), koszul(), koszul(), koszul_monomials(), lead_term(), PathTracker::make(), SLP< Field >::make(), make_monideal(), makemonideal(), GaussElimComputation::matrix_lift(), HermiteComputation::matrix_lift(), GaussElimComputation::matrix_remainder(), HermiteComputation::matrix_remainder(), MatrixSorter::MatrixSorter(), matrixToPolyList(), module_tensor(), monomials(), mult(), Ring::mult_vec_matrix(), NCCoefficientMatrix(), NCMonomials(), norm(), operator+(), operator-(), operator-(), PolyRingQuotient::quotient(), rawCharSeries(), rawFourierMotzkin(), rawHilbertBasis(), rawIdealReorder(), rawMatrixRatConversion(), PathTracker::refine(), PolyRingQuotient::remainder(), PolyRingQuotient::remainderAndQuotient(), remove_content(), remove_monomial_factors(), remove_scalar_multiples(), reshape(), RingMap::RingMap(), scalar_mult(), split_off_content(), sub_matrix(), sub_matrix(), sagbi::subduct(), sagbi::subduct(), sagbi::subduct1(), sagbi::subduct1(), support(), tensor(), text_out(), top_coefficients(), and PathTracker::track().