num_collect::linear::algebraic_multigrid_solver< Matrix > Member List

This is the complete list of members for num_collect::linear::algebraic_multigrid_solver< Matrix >, including all inherited members.

_solve_impl(const Right &right, Solution &solution) const	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	inline
_solve_with_guess_impl(const Right &right, Solution &solution) const	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	inline
algebraic_multigrid_solver()	num_collect::linear::algebraic_multigrid_solver< Matrix >	inline
Base typedef	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	protected
base_type typedef	num_collect::linear::algebraic_multigrid_solver< Matrix >
coeff() const noexcept -> const matrix_type &	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	inlineprotected
coeff_	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	private
cols() const noexcept -> Eigen::Index	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	inline
ColsAtCompileTime enum value	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >
compute(const matrix_type &coeff)	num_collect::linear::algebraic_multigrid_solver< Matrix >	inline
compute_prolongation_matrix(matrix_type &prolongation_matrix, const matrix_type &coeff_matrix)	num_collect::linear::algebraic_multigrid_solver< Matrix >	inlineprivate
configure_child_algorithm_logger_if_exists(Child &child)	num_collect::logging::logging_mixin	inline
default_max_iterations	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	privatestatic
default_maximum_directly_solved_matrix_size	num_collect::linear::algebraic_multigrid_solver< Matrix >	privatestatic
default_strong_coeff_rate_threshold	num_collect::linear::algebraic_multigrid_solver< Matrix >	privatestatic
default_tolerance	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	privatestatic
dense_matrix_type typedef	num_collect::linear::algebraic_multigrid_solver< Matrix >	private
dense_vector_type typedef	num_collect::linear::algebraic_multigrid_solver< Matrix >	private
final_layer_	num_collect::linear::algebraic_multigrid_solver< Matrix >	private
first_layer_	num_collect::linear::algebraic_multigrid_solver< Matrix >	private
intermidiate_layers_	num_collect::linear::algebraic_multigrid_solver< Matrix >	private
iterate(const Right &right, Solution &solution) const	num_collect::linear::algebraic_multigrid_solver< Matrix >	inlineprivate
iterations() const noexcept -> index_type	num_collect::linear::algebraic_multigrid_solver< Matrix >	inline
iterations_	num_collect::linear::algebraic_multigrid_solver< Matrix >	mutableprivate
iterative_solver_base()	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	inline
logger() const noexcept -> const num_collect::logging::logger &	num_collect::logging::logging_mixin	inline
logger() noexcept -> num_collect::logging::logger &	num_collect::logging::logging_mixin	inline
logger_	num_collect::logging::logging_mixin	private
logging_mixin(log_tag_view tag)	num_collect::logging::logging_mixin	inlineexplicit
matrix_type typedef	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >
MatrixType typedef	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >
max_iterations() const noexcept -> index_type	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	inline
max_iterations(index_type val) -> algebraic_multigrid_solver< Matrix > &	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	inline
max_iterations_	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	private
MaxColsAtCompileTime enum value	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >
maximum_directly_solved_matrix_size(index_type value) -> algebraic_multigrid_solver &	num_collect::linear::algebraic_multigrid_solver< Matrix >	inline
maximum_directly_solved_matrix_size_	num_collect::linear::algebraic_multigrid_solver< Matrix >	private
real_scalar_type typedef	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >
RealScalar typedef	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >
residual_buffers_	num_collect::linear::algebraic_multigrid_solver< Matrix >	mutableprivate
residual_rate() const noexcept -> scalar_type	num_collect::linear::algebraic_multigrid_solver< Matrix >	inline
rows() const noexcept -> Eigen::Index	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	inline
Scalar typedef	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >
scalar_type typedef	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >
solution_buffers_	num_collect::linear::algebraic_multigrid_solver< Matrix >	mutableprivate
solve(const Right &right) const -> Eigen::Solve< algebraic_multigrid_solver< Matrix >, Right >	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	inline
solve_vector_in_place(const Right &right, Solution &solution) const	num_collect::linear::algebraic_multigrid_solver< Matrix >	inline
solve_with_guess(const Right &right, const Solution &solution) const -> Eigen::SolveWithGuess< algebraic_multigrid_solver< Matrix >, Right, Solution >	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	inline
storage_index_type typedef	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >
StorageIndex typedef	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >
strong_coeff_rate_threshold_	num_collect::linear::algebraic_multigrid_solver< Matrix >	private
this_type typedef	num_collect::linear::algebraic_multigrid_solver< Matrix >
tolerance() const noexcept -> real_scalar_type	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	inline
tolerance(const real_scalar_type &val) -> algebraic_multigrid_solver< Matrix > &	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	inline
tolerance_	num_collect::linear::iterative_solver_base< algebraic_multigrid_solver< Matrix > >	private