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 functions with links to the class documentation for each member:
- n -
name() :
num_collect::logging::impl::log_tag_element
,
num_collect::logging::log_tag
,
num_collect::logging::log_tag_view
nanoseconds() :
num_collect::logging::time_stamp
newton_optimizer() :
num_collect::opt::newton_optimizer< ObjectiveFunction, LineSearcher, HessianSolver >
newton_raphson() :
num_collect::roots::newton_raphson< Function >
next_var() :
num_collect::ode::avf::impl::avf_integrand< Problem >
no_jacobian_implicit_kaps_problem() :
num_prob_collect::ode::no_jacobian_implicit_kaps_problem
node() :
num_collect::auto_diff::backward::graph::child_node< Scalar >
,
num_collect::auto_diff::backward::graph::node< Scalar >
,
num_collect::auto_diff::backward::variable< Scalar >
node_connection_list() :
num_collect::linear::impl::amg::node_connection_list< StorageIndex >
node_differentiator() :
num_collect::auto_diff::backward::graph::node_differentiator< Scalar >
noise_rate() :
num_collect::regularization::implicit_gcv< Solver >
,
num_collect::regularization::implicit_gcv_calculator< Solver >
non_embedded_formula_wrapper() :
num_collect::ode::non_embedded_formula_wrapper< BaseFormula >
norm() :
num_collect::ode::embedded_solver< Formula, StepSizeController >
normalize() :
num_collect::numbers::fraction< IntegerType >
normalize_point() :
num_collect::opt::impl::adc_rectangle< Value >
now() :
num_collect::logging::time_stamp
num_collect_exception() :
num_collect::base::algorithm_failure
,
num_collect::base::assertion_failure
,
num_collect::base::file_error
,
num_collect::base::invalid_argument
,
num_collect::base::num_collect_exception
,
num_collect::base::precondition_not_satisfied
,
num_collect::util::unsafe_cast
num_nodes() :
num_collect::linear::impl::amg::node_connection_list< StorageIndex >
num_samples() :
num_collect::opt::sampling_optimizer< ObjectiveFunction >
,
num_collect::regularization::implicit_gcv< Solver >
,
num_collect::regularization::implicit_gcv_calculator< Solver >
numerator() :
num_collect::numbers::fraction< IntegerType >
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1.12.0