JuliusCorrelationFunction Class Reference

Correlation function which uses a Pade expansion to describe particle-particle interactions. More...

#include <JuliusCorrelationFunction.h>

Inheritance diagram for JuliusCorrelationFunction:

List of all members.

Public Member Functions

void initializeParameters (Array1D< int > &BeginningIndexOfParameterType, Array1D< double > &Parameters, Array1D< int > &BeginningIndexOfConstantType, Array1D< double > &Constants)

Initializes the correlation function with a specified set of parameters.

void evaluate (double r)

Evaluates the correlation function and it's first two derivatives at $r$ .

bool isSingular ()

Returns $true$ if the correlation function has a singularity in the domain $r\geq0$ , and false otherwise.

Array1D< Complex > getPoles ()

Returns all of the poles of the correlation function.

double getFunctionValue ()

Gets the value of the correlation function for the last evaluated $r$ .

double getFunctionValue (double r)

Evaluate the function as fast as possible by skipping the evaluation of the derivatives.

double get_p_a (int ai)

Partial derivative of function with respect to parameter ai.

double getFirstDerivativeValue ()

Gets the value of the first derivative of the correlation function for the last evaluated $r$ .

double get_p2_xa (int ai)

Second Partial derivative of function with respect to parameters x and ai.

double getSecondDerivativeValue ()

Gets the value of the second derivative of the correlation function for the last evaluated $r$ .

double get_p3_xxa (int ai)

Third Partial derivative of function with respect to parameters x, x, and ai.

Array1D< double > getNumeratorCoeffs ()

Returns the coefficients for the numerator of the Jastrow's function.

Array1D< double > getDenominatorCoeffs ()

Returns the coefficients for the denominator of the Jastrow's function.

virtual void print (ostream &strm)

Override this function if there's some Jastrow specific message you want to print.

Private Attributes

Polynomial Numerator

QMCPolynomial Denominator

double FunctionValue

double dFunctionValue

double d2FunctionValue

double type

double params [10]

Detailed Description

Correlation function which uses a Pade expansion to describe particle-particle interactions.

All parameters will be adjusted during an optimization.

Definition at line 26 of file JuliusCorrelationFunction.h.

Member Function Documentation

void JuliusCorrelationFunction::initializeParameters	(	Array1D< int > &	BeginningIndexOfParameterType,
		Array1D< double > &	Parameters,
		Array1D< int > &	BeginningIndexOfConstantType,
		Array1D< double > &	Constants
	)			`[virtual]`

Initializes the correlation function with a specified set of parameters.

This must be called every time the parameters are changed.

Implements QMCCorrelationFunction.

Definition at line 17 of file JuliusCorrelationFunction.cpp.

References Array1D< T >::dim1(), Polynomial::initialize(), Numerator, params, and type.

void JuliusCorrelationFunction::evaluate ( double r ) [virtual]

Evaluates the correlation function and it's first two derivatives at $r$ .

Implements QMCCorrelationFunction.

Definition at line 77 of file JuliusCorrelationFunction.cpp.

References a0, d2FunctionValue, dFunctionValue, Polynomial::evaluate(), FunctionValue, Polynomial::getFirstDerivativeValue(), Polynomial::getFunctionValue(), Polynomial::getSecondDerivativeValue(), Numerator, params, and type.

bool JuliusCorrelationFunction::isSingular ( ) [virtual]

Returns $true$ if the correlation function has a singularity in the domain $r\geq0$ , and false otherwise.

Implements QMCCorrelationFunction.

Definition at line 66 of file JuliusCorrelationFunction.cpp.

Array1D< Complex > JuliusCorrelationFunction::getPoles ( ) [virtual]

Returns all of the poles of the correlation function.

Implements QMCCorrelationFunction.

Definition at line 71 of file JuliusCorrelationFunction.cpp.

double JuliusCorrelationFunction::getFunctionValue ( ) [virtual]

Gets the value of the correlation function for the last evaluated $r$ .

Implements QMCCorrelationFunction.

Definition at line 118 of file JuliusCorrelationFunction.cpp.

References FunctionValue.

double JuliusCorrelationFunction::getFunctionValue ( double r ) [virtual]

Evaluate the function as fast as possible by skipping the evaluation of the derivatives.

Implements QMCCorrelationFunction.

Definition at line 123 of file JuliusCorrelationFunction.cpp.

References a0, Polynomial::getFunctionValue(), Numerator, params, and type.

double JuliusCorrelationFunction::get_p_a ( int ai ) [virtual]

Partial derivative of function with respect to parameter ai.

Implements QMCCorrelationFunction.

Definition at line 148 of file JuliusCorrelationFunction.cpp.

double JuliusCorrelationFunction::getFirstDerivativeValue ( ) [virtual]

Gets the value of the first derivative of the correlation function for the last evaluated $r$ .

Implements QMCCorrelationFunction.

Definition at line 154 of file JuliusCorrelationFunction.cpp.

References dFunctionValue.

double JuliusCorrelationFunction::get_p2_xa ( int ai ) [virtual]

Second Partial derivative of function with respect to parameters x and ai.

Implements QMCCorrelationFunction.

Definition at line 159 of file JuliusCorrelationFunction.cpp.

double JuliusCorrelationFunction::getSecondDerivativeValue ( ) [virtual]

Gets the value of the second derivative of the correlation function for the last evaluated $r$ .

Implements QMCCorrelationFunction.

Definition at line 165 of file JuliusCorrelationFunction.cpp.

References d2FunctionValue.

double JuliusCorrelationFunction::get_p3_xxa ( int ai ) [virtual]

Third Partial derivative of function with respect to parameters x, x, and ai.

Implements QMCCorrelationFunction.

Definition at line 170 of file JuliusCorrelationFunction.cpp.

Array1D< double > JuliusCorrelationFunction::getNumeratorCoeffs ( ) [virtual]

Returns the coefficients for the numerator of the Jastrow's function.

Implements QMCCorrelationFunction.

Definition at line 176 of file JuliusCorrelationFunction.cpp.

References Polynomial::getCoefficients(), and Numerator.

Array1D< double > JuliusCorrelationFunction::getDenominatorCoeffs ( ) [virtual]

Returns the coefficients for the denominator of the Jastrow's function.

Implements QMCCorrelationFunction.

Definition at line 181 of file JuliusCorrelationFunction.cpp.

virtual void QMCCorrelationFunction::print ( ostream & strm ) [inline, virtual, inherited]

Override this function if there's some Jastrow specific message you want to print.

It will be called right after the Jastrow is initialized.

Reimplemented in Anderson2CorrelationFunction, Cambridge2CorrelationFunction, FixedCuspPadeCorrelationFunction, Umrigar2CorrelationFunction, Williamson2CorrelationFunction, and Yukawa2CorrelationFunction.

Definition at line 117 of file QMCCorrelationFunction.h.

Referenced by QMCJastrowParameters::print(), and QMCJastrowParameters::read().

Member Data Documentation

Polynomial JuliusCorrelationFunction::Numerator [private]

Definition at line 29 of file JuliusCorrelationFunction.h.

Referenced by evaluate(), getFunctionValue(), getNumeratorCoeffs(), and initializeParameters().

QMCPolynomial JuliusCorrelationFunction::Denominator [private]

Definition at line 30 of file JuliusCorrelationFunction.h.

double JuliusCorrelationFunction::FunctionValue [private]

Definition at line 31 of file JuliusCorrelationFunction.h.

Referenced by evaluate(), and getFunctionValue().

double JuliusCorrelationFunction::dFunctionValue [private]

Definition at line 32 of file JuliusCorrelationFunction.h.

Referenced by evaluate(), and getFirstDerivativeValue().

double JuliusCorrelationFunction::d2FunctionValue [private]

Definition at line 33 of file JuliusCorrelationFunction.h.

Referenced by evaluate(), and getSecondDerivativeValue().

double JuliusCorrelationFunction::type [private]

Definition at line 35 of file JuliusCorrelationFunction.h.

Referenced by evaluate(), getFunctionValue(), and initializeParameters().

double JuliusCorrelationFunction::params[10] [private]

Definition at line 36 of file JuliusCorrelationFunction.h.

Referenced by evaluate(), getFunctionValue(), and initializeParameters().

The documentation for this class was generated from the following files:


Public Member Functions
void	initializeParameters (Array1D< int > &BeginningIndexOfParameterType, Array1D< double > &Parameters, Array1D< int > &BeginningIndexOfConstantType, Array1D< double > &Constants)
	Initializes the correlation function with a specified set of parameters.
void	evaluate (double r)
	Evaluates the correlation function and it's first two derivatives at .
bool	isSingular ()
	Returns if the correlation function has a singularity in the domain $r\geq0$ , and false otherwise.
Array1D< Complex >	getPoles ()
	Returns all of the poles of the correlation function.
double	getFunctionValue ()
	Gets the value of the correlation function for the last evaluated .
double	getFunctionValue (double r)
	Evaluate the function as fast as possible by skipping the evaluation of the derivatives.
double	get_p_a (int ai)
	Partial derivative of function with respect to parameter ai.
double	getFirstDerivativeValue ()
	Gets the value of the first derivative of the correlation function for the last evaluated .
double	get_p2_xa (int ai)
	Second Partial derivative of function with respect to parameters x and ai.
double	getSecondDerivativeValue ()
	Gets the value of the second derivative of the correlation function for the last evaluated .
double	get_p3_xxa (int ai)
	Third Partial derivative of function with respect to parameters x, x, and ai.
Array1D< double >	getNumeratorCoeffs ()
	Returns the coefficients for the numerator of the Jastrow's function.
Array1D< double >	getDenominatorCoeffs ()
	Returns the coefficients for the denominator of the Jastrow's function.
virtual void	print (ostream &strm)
	Override this function if there's some Jastrow specific message you want to print.
Private Attributes
Polynomial	Numerator
QMCPolynomial	Denominator
double	FunctionValue
double	dFunctionValue
double	d2FunctionValue
double	type
double	params [10]