uni20::quadrature_result< R, N > Struct Template Reference

Last complete mesh, its diagnostic estimates and total work, including an interrupted mesh. More...

#include <finite_quadrature.hpp>

Public Attributes
std::array< R, N >	absolute_integral
std::array< R, N >	endpoint_indicator
std::array< R, N >	error
std::size_t	evaluations = 0
std::size_t	levels = 0
quadrature_status	status = quadrature_status::refinement_limit
std::array< R, N >	value

Detailed Description

template<Real R, std::size_t N = 1>
struct uni20::quadrature_result< R, N >

Last complete mesh, its diagnostic estimates and total work, including an interrupted mesh.

error is the maximum of mesh change, a roundoff floor and endpoint_indicator. endpoint_indicator is the absolute transformed integrand at the outermost sampled pair, not a rigorous omitted-tail bound. No interval certificate is provided. error is infinity until two meshes complete; zero-width integrals return exact typed zeros without evaluating the callback.

Member Data Documentation

absolute_integral

template<Real R, std::size_t N = 1>

std::array<R, N> uni20::quadrature_result< R, N >::absolute_integral

endpoint_indicator

template<Real R, std::size_t N = 1>

std::array<R, N> uni20::quadrature_result< R, N >::endpoint_indicator

error

template<Real R, std::size_t N = 1>

std::array<R, N> uni20::quadrature_result< R, N >::error

evaluations

template<Real R, std::size_t N = 1>

std::size_t uni20::quadrature_result< R, N >::evaluations = 0

levels

template<Real R, std::size_t N = 1>

std::size_t uni20::quadrature_result< R, N >::levels = 0

status

template<Real R, std::size_t N = 1>

quadrature_status uni20::quadrature_result< R, N >::status = quadrature_status::refinement_limit

value

template<Real R, std::size_t N = 1>

std::array<R, N> uni20::quadrature_result< R, N >::value

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The documentation for this struct was generated from the following file:

• finite_quadrature.hpp