numerical-collection-cpp
0.10.0
A collection of algorithms in numerical analysis implemented in C++
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Here is a list of all documented variables with links to the class documentation for each member:
- d -
data_ :
num_collect::opt::impl::ternary_vector
,
num_collect::rbf::impl::general_spline_equation_solver< KernelValue, FunctionValue, kernel_matrix_type::dense, true >
,
num_collect::regularization::fista< Coeff, Data >
,
num_collect::regularization::implicit_gcv_calculator< Solver >
,
num_collect::regularization::tv_admm< Coeff, DerivativeMatrix, Data >
,
num_prob_collect::regularization::blur_sine
data_transformation_matrix_ :
num_collect::rbf::impl::general_spline_equation_solver< KernelValue, FunctionValue, kernel_matrix_type::dense, true >
data_with_noise_ :
num_collect::regularization::implicit_gcv_calculator< Solver >
decomposition_ :
num_collect::rbf::impl::kernel_matrix_solver< KernelValue, FunctionValue, kernel_matrix_type::dense, true >
decrease_rate_bound_ :
num_collect::opt::adaptive_diagonal_curves< ObjectiveFunction >
default_armijo_coeff :
num_collect::opt::backtracking_line_searcher< ObjectiveFunction >
default_current_step_error_exponent :
num_collect::ode::pi_step_size_controller< Formula >
default_decrease_rate_bound :
num_collect::opt::adaptive_diagonal_curves< ObjectiveFunction >
default_degree :
num_collect::integration::gauss_legendre_integrator< Result(Variable)>
,
num_collect::integration::gauss_legendre_kronrod_integrator< Result(Variable)>
default_derivative_constraint_coeff :
num_collect::regularization::tv_admm< Coeff, DerivativeMatrix, Data >
default_highest_temperature :
num_collect::opt::annealing_downhill_simplex< ObjectiveFunction >
default_iteration_label_period :
num_collect::logging::log_tag_config
default_iteration_output_period :
num_collect::logging::log_tag_config
default_max_evaluations :
num_collect::opt::adaptive_diagonal_curves< ObjectiveFunction >
,
num_collect::opt::dividing_rectangles< ObjectiveFunction >
,
num_collect::opt::gaussian_process_optimizer< ObjectiveFunction >
default_max_iterations :
num_collect::linear::impl::operator_conjugate_gradient< Vector >
,
num_collect::linear::iterative_solver_base< Derived >
,
num_collect::ode::impl::bicgstab< Vector >
,
num_collect::opt::annealing_downhill_simplex< ObjectiveFunction >
,
num_collect::opt::downhill_simplex< ObjectiveFunction >
,
num_collect::opt::sampling_optimizer< ObjectiveFunction >
,
num_collect::regularization::fista< Coeff, Data >
,
num_collect::regularization::tv_admm< Coeff, DerivativeMatrix, Data >
,
num_collect::roots::newton_raphson< Function >
default_max_iterations_per_trial :
num_collect::opt::annealing_downhill_simplex< ObjectiveFunction >
default_max_lower_bound_evaluations :
num_collect::opt::gaussian_process_optimizer< ObjectiveFunction >
default_max_mle_evaluations :
num_collect::rbf::rbf_interpolator< FunctionValue(Variable), RBF, KernelMatrixType, DistanceFunction, LengthParameterCalculator >
,
num_collect::rbf::rbf_polynomial_interpolator< FunctionValue(Variable), RBF, PolynomialDegree, KernelMatrixType, DistanceFunction, LengthParameterCalculator >
default_max_point :
num_collect::integration::de_finite_integrator< Result(Variable)>
,
num_collect::integration::de_infinite_integrator< Result(Variable)>
,
num_collect::integration::de_semi_infinite_integrator< Result(Variable)>
,
num_collect::integration::impl::de_semi_infinite_integrator_traits< double >
,
num_collect::integration::impl::de_semi_infinite_integrator_traits< float >
,
num_collect::integration::impl::tanh_finite_integrator_traits< double >
,
num_collect::integration::impl::tanh_finite_integrator_traits< float >
,
num_collect::integration::tanh_finite_integrator< Result(Variable)>
default_max_step_size_factor :
num_collect::ode::basic_step_size_controller< Formula >
,
num_collect::ode::pi_step_size_controller< Formula >
default_max_subspace_dim :
num_collect::ode::impl::gmres< Vector >
default_maximum_directly_solved_matrix_size :
num_collect::linear::algebraic_multigrid_solver< Matrix >
default_min_div_rate :
num_collect::integration::gauss_legendre_kronrod_integrator< Result(Variable)>
default_min_rate_imp :
num_collect::opt::adaptive_diagonal_curves< ObjectiveFunction >
,
num_collect::opt::dividing_rectangles< ObjectiveFunction >
default_min_step_size_factor :
num_collect::ode::pi_step_size_controller< Formula >
default_noise_rate :
num_collect::regularization::implicit_gcv_calculator< Solver >
default_num_local_optima :
num_prob_collect::opt::random_multi_variate_difficult_multi_optima_function_generator
,
num_prob_collect::opt::random_multi_variate_multi_optima_function_generator
,
num_prob_collect::opt::random_single_variate_multi_optima_function_generator
default_num_samples :
num_collect::opt::sampling_optimizer< ObjectiveFunction >
default_opt1_max_evaluations :
num_collect::opt::heuristic_global_optimizer< ObjectiveFunction >
default_points :
num_collect::integration::de_finite_integrator< Result(Variable)>
,
num_collect::integration::de_infinite_integrator< Result(Variable)>
,
num_collect::integration::de_semi_infinite_integrator< Result(Variable)>
,
num_collect::integration::tanh_finite_integrator< Result(Variable)>
default_previous_step_error_exponent :
num_collect::ode::pi_step_size_controller< Formula >
default_rate_of_cg_tol_rate_to_tol_update_rate :
num_collect::regularization::tv_admm< Coeff, DerivativeMatrix, Data >
default_reduction_rate :
num_collect::ode::step_size_controller_base< Derived, Formula >
default_scale :
num_collect::rbf::length_parameter_calculators::global_length_parameter_calculator< DistanceFunction >
,
num_collect::rbf::length_parameter_calculators::local_length_parameter_calculator< DistanceFunction >
default_step_scale :
num_collect::opt::backtracking_line_searcher< ObjectiveFunction >
default_step_size :
num_collect::ode::simple_solver< Formula >
default_step_size_factor_safety_coeff :
num_collect::ode::basic_step_size_controller< Formula >
,
num_collect::ode::pi_step_size_controller< Formula >
default_strong_coeff_rate_threshold :
num_collect::linear::algebraic_multigrid_solver< Matrix >
default_tol_error :
num_collect::integration::gauss_legendre_kronrod_integrator< Result(Variable)>
default_tol_grad_norm :
num_collect::opt::descent_method_base< Derived, LineSearcher >
default_tol_last_change :
num_collect::roots::newton_raphson< Function >
default_tol_residual_norm :
num_collect::ode::avf::avf2_formula< Problem >
,
num_collect::ode::avf::avf3_formula< Problem >
,
num_collect::ode::avf::avf4_formula< Problem >
default_tol_section_len :
num_collect::opt::golden_section_search< ObjectiveFunction >
default_tol_simplex_size :
num_collect::opt::downhill_simplex< ObjectiveFunction >
default_tol_update_rate :
num_collect::regularization::fista< Coeff, Data >
,
num_collect::regularization::tv_admm< Coeff, DerivativeMatrix, Data >
default_tol_value_norm :
num_collect::roots::newton_raphson< Function >
default_tolerance :
num_collect::linear::iterative_solver_base< Derived >
default_tolerance_rate :
num_collect::linear::impl::operator_conjugate_gradient< Vector >
,
num_collect::ode::impl::bicgstab< Vector >
,
num_collect::ode::inexact_newton_slope_equation_solver< Problem >
,
num_collect::ode::inexact_newton_update_equation_solver< Problem >
,
num_collect::ode::rosenbrock::gmres_rosenbrock_equation_solver< Problem >
default_width :
num_collect::opt::annealing_downhill_simplex< ObjectiveFunction >
,
num_collect::opt::downhill_simplex< ObjectiveFunction >
degree :
num_collect::linear::impl::cuthill_mckee_ordering_impl< StorageIndex >::next_index_data
degree_ :
num_collect::functions::impl::legendre_for_newton< T >
,
num_collect::functions::legendre_roots< T >
,
num_collect::integration::gauss_legendre_kronrod_integrator< Result(Variable)>
degrees_ :
num_collect::rbf::polynomial_calculator< Variable, PolynomialDegree >
denominator_ :
num_collect::numbers::fraction< IntegerType >
derivative_ :
num_collect::regularization::tv_admm< Coeff, DerivativeMatrix, Data >
derivative_constraint_coeff_ :
num_collect::regularization::tv_admm< Coeff, DerivativeMatrix, Data >
derivative_matrix_ :
num_collect::regularization::tv_admm< Coeff, DerivativeMatrix, Data >
diag_ :
num_collect::linear::gauss_seidel_iterative_solver< Matrix >
,
num_collect::linear::parallel_symmetric_successive_over_relaxation< Matrix >
,
num_collect::linear::symmetric_successive_over_relaxation< Matrix >
diag_coeff_ :
num_prob_collect::linear::laplacian_2d_grid< Matrix >
diff :
num_collect::auto_diff::backward::graph::node_differentiator< Scalar >::node_info
diff_ :
num_collect::auto_diff::backward::impl::differentiate_scalar_with_matrix_functor< ArgType >
,
num_collect::auto_diff::backward::impl::differentiate_vector_with_vector_functor< FuncValType, ArgType >
,
num_collect::auto_diff::forward::variable< Value, Diff >
,
num_prob_collect::opt::random_multi_quadratic_function
diff_coeff :
num_collect::ode::evaluation_type
diff_coeff_ :
num_collect::ode::multi_variate_implicit_problem_wrapper< Problem, LinearEquationSolver >
,
num_collect::ode::rosenbrock::mixed_broyden_rosenbrock_equation_solver< Problem >
,
num_collect::ode::single_variate_implicit_problem_wrapper< Problem >
,
num_prob_collect::ode::autonomous_external_force_vibration_problem
,
num_prob_collect::ode::changing_mass_exponential_problem
,
num_prob_collect::ode::changing_mass_quadratic_problem
,
num_prob_collect::ode::exponential_problem
,
num_prob_collect::ode::external_exponential_problem
,
num_prob_collect::ode::external_force_vibration_problem
,
num_prob_collect::ode::free_fall_in_resistance_problem
,
num_prob_collect::ode::implicit_exponential_problem
,
num_prob_collect::ode::implicit_kaps_problem
,
num_prob_collect::ode::kaps_problem
,
num_prob_collect::ode::no_jacobian_implicit_kaps_problem
,
num_prob_collect::ode::pendulum_movement_problem
,
num_prob_collect::ode::spring_movement_problem
,
num_prob_collect::ode::string_wave_1d_problem
diff_grad_ :
num_collect::opt::bfgs_optimizer< ObjectiveFunction, LineSearcher, HessianSolver >
,
num_collect::opt::dfp_optimizer< ObjectiveFunction, LineSearcher, Hessian >
diff_var_ :
num_collect::opt::bfgs_optimizer< ObjectiveFunction, LineSearcher, HessianSolver >
,
num_collect::opt::dfp_optimizer< ObjectiveFunction, LineSearcher, Hessian >
digits_ :
num_collect::numbers::custom_float< Radix, Digit, DigitCalc >
dim_ :
num_collect::opt::annealing_downhill_simplex< ObjectiveFunction >
,
num_collect::opt::dividing_rectangles< ObjectiveFunction >
,
num_collect::opt::downhill_simplex< ObjectiveFunction >
,
num_collect::opt::gaussian_process_optimizer< ObjectiveFunction >
,
num_collect::opt::impl::adc_sample_dict< ObjectiveFunction >
direction_ :
num_collect::opt::conjugate_gradient_optimizer< ObjectiveFunction, LineSearcher >
dist_ :
num_collect::opt::dividing_rectangles< ObjectiveFunction >::rectangle
,
num_collect::opt::impl::adc_group< Value >
distance_function_ :
num_collect::rbf::rbf_interpolator< FunctionValue(Variable), RBF, KernelMatrixType, DistanceFunction, LengthParameterCalculator >
,
num_collect::rbf::rbf_polynomial_interpolator< FunctionValue(Variable), RBF, PolynomialDegree, KernelMatrixType, DistanceFunction, LengthParameterCalculator >
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