Class Function that computes 'oth' order Center of Gravity using WeightedPoweredSum Class Function. More...

#include <BasicOps.hxx>

Public Member Functions
	CenterOfGravity ()
U	operator() (const Array< T > &a, WeightedPoweredSum< o, abs, T > &wPowSum, PoweredSum< o, abs, T > &PowSum, StaticFalse *)
	Memoryless Computation using external lower level functors.
U	operator() (const Array< T > &a, WeightedPoweredSum< o, abs, T > &wPowSum, PoweredSum< o, abs, T > &PowSum, StaticTrue *b=NULL)
	Memoryfull Computation using external lower level functors.
U	operator() (const Array< T > &a, StaticFalse *)
	Memoryless Computation using internal lower level functors.
U	operator() (const Array< T > &a, StaticTrue *b=NULL)
	Memoryfull Computation using internal lower level functors.
Public Member Functions inherited from CLAM::BaseMemOp
	BaseMemOp ()
void	Reset ()
virtual	~BaseMemOp ()

Protected Attributes
U	memory
WeightedPoweredSum< o, abs, T >	mWPS
PoweredSum< o, abs, T >	mPS
Protected Attributes inherited from CLAM::BaseMemOp
bool	alreadyComputed

Detailed Description

Class Function that computes 'oth' order Center of Gravity using WeightedPoweredSum Class Function.

It also has associated memory so operation is not performed more than necessary.

Definition at line 409 of file BasicOps.hxx.

Constructor & Destructor Documentation

template<int o, bool abs = false, class T = TData, class U = TData>

CLAM::CenterOfGravity< o, abs, T, U >::CenterOfGravity ( )

inline

Definition at line 412 of file BasicOps.hxx.

template<int o, bool abs = false, class T = TData, class U = TData>

U CLAM::CenterOfGravity< o, abs, T, U >::operator()	(	const Array< T > &	a,
		WeightedPoweredSum< o, abs, T > &	wPowSum,
		PoweredSum< o, abs, T > &	PowSum,
		StaticFalse *
	)

inline

Memoryless Computation using external lower level functors.

Definition at line 414 of file BasicOps.hxx.

template<int o, bool abs = false, class T = TData, class U = TData>

U CLAM::CenterOfGravity< o, abs, T, U >::operator()	(	const Array< T > &	a,
		WeightedPoweredSum< o, abs, T > &	wPowSum,
		PoweredSum< o, abs, T > &	PowSum,
		StaticTrue *	b = `NULL`
	)