order (3) - Linux Manuals
order: Integral of a 1-dimensional function using the Gauss quadratures method.
NAME
QuantLib::GaussianQuadrature - Integral of a 1-dimensional function using the Gauss quadratures method.
SYNOPSIS
#include <ql/math/integrals/gaussianquadratures.hpp>
Inherited by GaussChebyshev2thIntegration, GaussChebyshevIntegration, GaussGegenbauerIntegration, GaussHermiteIntegration, GaussHyperbolicIntegration, GaussJacobiIntegration, GaussLaguerreIntegration, and GaussLegendreIntegration.
Public Member Functions
GaussianQuadrature (Size n, const GaussianOrthogonalPolynomial &p)
template<class F > Real operator() (const F &f) const
Size order () const
Detailed Description
Integral of a 1-dimensional function using the Gauss quadratures method.
References: Gauss quadratures and orthogonal polynomials
G.H. Gloub and J.H. Welsch: Calculation of Gauss quadrature rule. Math. Comput. 23 (1986), 221-230
Tests
- the correctness of the result is tested by checking it against known good values.
Author
Generated automatically by Doxygen for QuantLib from the source code.