M_

const Monoid* PolynomialRing::M_

protected

Definition at line 124 of file polyring.hpp.

Referenced by SkewPolynomialRing::antipode(), PolyRing::compare_elems(), PolyRing::copy_term(), PolyRing::degree_of_var(), PolyRing::degree_weights(), PolyRing::diff_term(), PolyRing::divide_by_expvector(), PolyRing::divide_by_given_content(), PolyRing::divide_by_var(), PolyRing::division_algorithm(), PolyRing::division_algorithm(), PolyRing::elem_text_out(), SchurRing::elem_text_out(), PolyRing::eval(), PolyRing::from_int(), PolyRing::from_long(), SchurRing::from_partition(), PolyRing::from_rational(), PolyRing::fromCoefficient(), PolyRing::fromSmallIntegerCoefficients(), WeylAlgebra::gbvector_mult_by_term(), PolyRing::get_coeff(), PolyRing::get_logical_coeff(), PolyRing::get_part(), PolyRing::get_terms(), getMonoid(), PolyRing::homogenize(), PolyRing::imp_attempt_to_cancel_lead_term(), PolyRing::in_subring(), PolyRing::index_of_var(), PolyRing::initialize_poly_ring(), initialize_PolynomialRing(), WeylAlgebra::initialize_weyl(), PolyRing::internal_add_to(), PolyRing::invert(), PolyRingQuotient::invert(), PolyRing::is_equal(), PolyRing::is_homogeneous(), PolyRing::is_unit(), PolyRing::lead_logical_exponents(), PolyRing::lead_term(), PolyRing::make_flat_term(), PolyRing::make_logical_term(), PolyRing::minimal_monomial(), PolyRing::monomial_divisor(), PolyRing::mult_by_term(), SkewPolynomialRing::mult_by_term(), WeylAlgebra::mult_by_term(), PolyRing::multi_degree(), PolyRing::n_logical_terms(), PolyRing::negate(), PolyRing::power(), PolyRing::power_direct(), PolyRing::powerseries_division_algorithm(), PolyRing::preferred_associate(), PolyRing::random(), PolyRing::support(), PolyRing::text_out(), SchurRing::text_out(), SkewPolynomialRing::text_out(), WeylAlgebra::text_out(), SchurRing::to_partition(), PolyRing::var(), PolyRing::vec_coefficient_of_var(), PolyRing::vec_locate_lead_term(), PolyRing::vec_top_coefficient(), WeylAlgebra::weyl_diff(), and PolyRing::zeroize_tiny().