#include "toolbox/sequence.hh"
#include "formula.hh"

Classes
class	concepts::BesselJ< n >
	Class for evaluating the Bessel function of first kind. More...

class	concepts::BesselY< n >
	Class for evaluating the Bessel function of second kind. More...

Namespaces
	concepts
	Basic namespace for Concepts-2.

Functions
Real	concepts::besselJ0 (const Real x)

Real	concepts::besselJ1 (const Real x)

Real	concepts::besselJn (const Real x, const int n)
	Evaluates the Bessel function . More...

Sequence< Real >	concepts::besselJn (const Real x, const Sequence< int > &n)
	Evaluates the Bessel function for several orders. More...

Real	concepts::besselY0 (const Real x)

Real	concepts::besselY1 (const Real x)

Real	concepts::besselYn (const Real x, const int n)
	Evaluates the Bessel function . More...

Cmplx	concepts::hankel_1_deriv_n (const Real x, const int n)
	Evaluates the derivative $H^{(1)}_n{}'(x)$ of the Hankel function $H^{(1)}_n(x) = J_n(x) + \mathrm{i}Y_n(x)$ . More...

Sequence< Cmplx >	concepts::hankel_1_deriv_n (const Real x, const Sequence< int > &n)

Cmplx	concepts::hankel_1_n (const Real x, const int n)
	Evaluates the Hankel function $H^{(1)}_n(x) = J_n(x) + \mathrm{i}Y_n(x)$ . More...

Sequence< Cmplx >	concepts::hankel_1_n (const Real x, const Sequence< int > &n)

Cmplx	concepts::hankel_2_deriv_n (const Real x, const int n)
	Evaluates the derivative $H^{(2)}_n{}'(x)$ of the Hankel function $H^{(2)}_n(x) = J_n(x) - \mathrm{i}Y_n(x)$ . More...

Sequence< Cmplx >	concepts::hankel_2_deriv_n (const Real x, const Sequence< int > &n)

Cmplx	concepts::hankel_2_n (const Real x, const int n)
	Evaluates the Hankel function $H^{(2)}_n(x) = J_n(x) - \mathrm{i}Y_n(x)$ . More...

Sequence< Cmplx >	concepts::hankel_2_n (const Real x, const Sequence< int > &n)

Detailed Description

Bessel functions as Concepts formulas.

Definition in file bessel.hh.

bessel.hh File Reference