RombergIntegrator< Function, DataType > Class Template Reference
[Function classes]

A numerical integration of a BALL-Function using a Romberg integration scheme. More...

#include <rombergIntegrator.h>

Inheritance diagram for RombergIntegrator< Function, DataType >:

List of all members.

Public Member Functions
Constructors and destructor.
	RombergIntegrator (float epsilon=1E-5, Size nsteps=1000) throw ()
	Default constructor.
	RombergIntegrator (const RombergIntegrator &romint) throw ()
	Copy constructor.
	~RombergIntegrator () throw ()
	Destructor.
Assignment
const RombergIntegrator &	operator= (const RombergIntegrator &romint) throw ()
	Assignment operator.
virtual void	clear () throw ()
	Clear method.
void	setEpsilon (float eps) throw ()
	Set the upper bound for the error we want to allow.
void	setMaxNumSteps (Size mns) throw ()
	Set the maximum number of steps we want to use in computation.
Predicates
bool	operator== (const RombergIntegrator &romint) const throw ()
	Equality operator.
Accessors
DataType	integrate (DataType from, DataType to) throw ()
	Integrate the function numerically.
DataType	trapezoid (DataType h, DataType from, DataType to) throw ()
	Integrate the function numerically using a simple trapezoid integration.
Protected Attributes
float	epsilon_
Size	maxNumSteps_
vector< DataType >	result_

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Detailed Description

template<typename Function, typename DataType>
class RombergIntegrator< Function, DataType >

A numerical integration of a BALL-Function using a Romberg integration scheme.

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Member Function Documentation

template<typename Function, typename DataType> DataType RombergIntegrator< Function, DataType >::integrate (  DataType  from, DataType  to )  throw ()

Integrate the function numerically. Parameters: from  lower limit of the integration to  upper limit of the integration Returns: the value of the integral

template<typename Function, typename DataType> DataType RombergIntegrator< Function, DataType >::trapezoid (  DataType  h, DataType  from, DataType  to )  throw ()

Integrate the function numerically using a simple trapezoid integration. This function is intended as a helper function for the computation of the romberg integration, but it can be used as a regular integrator as well, if speed is more important than reliability. Parameters: h  gives the width of each step from  lower limit of the integration to  upper limit of the integration Returns: the value of the integral