GetFEM  5.4.2
bgeot::polynomial< T > Member List

This is the complete list of members for bgeot::polynomial< T >, including all inherited members.

add_monomial(const T &coeff, const power_index &power)bgeot::polynomial< T >
change_degree(short_type dd)bgeot::polynomial< T >
degree() constbgeot::polynomial< T >inline
derivative(short_type k)bgeot::polynomial< T >inline
dim() constbgeot::polynomial< T >inline
direct_product(const polynomial &Q)bgeot::polynomial< T >
eval(const ITER &it) constbgeot::polynomial< T >
one()bgeot::polynomial< T >inline
operator!=(const polynomial &Q) constbgeot::polynomial< T >inline
operator*(const polynomial &Q) constbgeot::polynomial< T >
operator*(const T &e) constbgeot::polynomial< T >
operator*=(const polynomial &Q)bgeot::polynomial< T >
operator*=(const T &e)bgeot::polynomial< T >
operator+(const polynomial &Q) constbgeot::polynomial< T >inline
operator+=(const polynomial &Q)bgeot::polynomial< T >
operator-(const polynomial &Q) constbgeot::polynomial< T >inline
operator-=(const polynomial &Q)bgeot::polynomial< T >
operator/(const T &e) constbgeot::polynomial< T >inline
operator/=(const T &e)bgeot::polynomial< T >
operator==(const polynomial &Q) constbgeot::polynomial< T >
polynomial()bgeot::polynomial< T >inline
polynomial(short_type dim_, short_type degree_)bgeot::polynomial< T >
polynomial(short_type dim_, short_type degree_, short_type k)bgeot::polynomial< T >
real_degree() constbgeot::polynomial< T >