The DoubleObject class is a collection of pairs of single objects (Distributions or Operators) accompained by a multiplicative constant. This mother class provides the basic ingredients for the computation double convolutions required in SIDIS and DY. More...

#include <doubleobject.h>

Public Member Functions
void	AddTerm (term< T, U > const &newterm)
	Function to add more terms.

std::vector< term< T, U > >	GetTerms () const
	Function to get the terms.

double	Evaluate (double const &x, double const &z) const
	Function that evaluates the double distribution.

T	Evaluate1 (double const &x) const
	Function that evaluates the double object in the first variable leaving the second undetermined.

U	Evaluate2 (double const &z) const
	Function that evaluates the double object in the second variable leaving the first undetermined.

double	Derive (double const &x, double const &z) const
	Function that evaluates the derivative of the double distribution.

T	Derive1 (double const &x) const
	Function that evaluates the derivative of the double object in the first variable leaving the second undetermined.

U	Derive2 (double const &z) const
	Function that evaluates the derivative of the double object in the second variable leaving the first undetermined.

double	Integrate (double const &xl, double const &xu, double const &zl, double const &zu) const
	Function that evaluates the integral of the double distribution.

T	Integrate1 (double const &xl, double const &xu) const
	Function that evaluates the integral of the double object in the first variable leaving the second undetermined.

U	Integrate2 (double const &zl, double const &zu) const
	Function that evaluates the derivative of the double object in the second variable leaving the first undetermined.

double	Integrate (double const &xl, double const &xu, std::function< double(double const &)> zlx, std::function< double(double const &)> zux) const
	Function that evaluates the integral of the double distribution.

double	Integrate (std::function< double(double const &)> xlz, std::function< double(double const &)> xuz, double const &zl, double const &zu) const
	Function that evaluates the integral of the double distribution.

DoubleObject< T, U > &	MultiplyBy (std::function< double(double const &)> const &fx, std::function< double(double const &)> const &fz)
	This function multiplies the objects of the single terms of the DoubleObject by a respective function.

void	Print () const
	Print the Operator object.

Constructors
List of constructors.
	DoubleObject ()
	The DoubleObject constructor.

	DoubleObject (std::vector< term< T, U > > const &terms)
	The DoubleObject constructor.

Binary operators
template<class V >
DoubleObject< V >	operator*= (DoubleObject< V > const &o) const

DoubleObject< T, U > &	operator*= (double const &s)
	this *= scalar

DoubleObject< T, U > &	operator*= (DoubleObject< T, U > const &o)
	this *= DoubleObject

DoubleObject< T, U > &	operator*= (std::function< double(double const &)> const &f)
	this *= Function of the integration variable

DoubleObject< T, U > &	operator/= (double const &s)
	this /= scalar

DoubleObject< T, U > &	operator+= (DoubleObject< T, U > const &o)
	this += DoubleObject

DoubleObject< T, U > &	operator-= (DoubleObject< T, U > const &o)
	this -= DoubleObject

Private Attributes
std::vector< term< T, U > >	_terms

Friends
template<class V , class W >
std::ostream &	operator<< (std::ostream &os, DoubleObject< V, W > const &dob)

Detailed Description

template<class T, class U = T>
class apfel::DoubleObject< T, U >

The DoubleObject class is a collection of pairs of single objects (Distributions or Operators) accompained by a multiplicative constant. This mother class provides the basic ingredients for the computation double convolutions required in SIDIS and DY.

Examples: distribution_test.cc, and doubleobjint_test.cc.

Constructor & Destructor Documentation

◆ DoubleObject() [1/2]

template<class T , class U = T>

apfel::DoubleObject< T, U >::DoubleObject ( )

The DoubleObject constructor.

◆ DoubleObject() [2/2]

template<class T , class U = T>

apfel::DoubleObject< T, U >::DoubleObject ( std::vector< term< T, U > > const & terms )

The DoubleObject constructor.

Parameters

terms vector of term objects of the T kind

Member Function Documentation

◆ AddTerm()

template<class T , class U = T>

void apfel::DoubleObject< T, U >::AddTerm ( term< T, U > const & newterm )

Function to add more terms.

Parameters

newterm new term to be appended to the vector of terms

◆ Derive()

template<class T , class U = T>

double apfel::DoubleObject< T, U >::Derive	(	double const &	x,
		double const &	z ) const

Function that evaluates the derivative of the double distribution.

Parameters

x	value of the first variable
z	value of the second variable

Returns: The value of the derivative of the double distribution in (x, z)

◆ Derive1()

template<class T , class U = T>

T apfel::DoubleObject< T, U >::Derive1 ( double const & x ) const

Function that evaluates the derivative of the double object in the first variable leaving the second undetermined.

Parameters

x	value of the first variable

◆ Derive2()

template<class T , class U = T>

U apfel::DoubleObject< T, U >::Derive2 ( double const & z ) const

Function that evaluates the derivative of the double object in the second variable leaving the first undetermined.

Parameters

z	value of the second variable

◆ Evaluate()

template<class T , class U = T>

double apfel::DoubleObject< T, U >::Evaluate	(	double const &	x,
		double const &	z ) const

Function that evaluates the double distribution.

Parameters

x	value of the first variable
z	value of the second variable

Returns: The value of the double distribution in (x, z)

◆ Evaluate1()

template<class T , class U = T>

T apfel::DoubleObject< T, U >::Evaluate1 ( double const & x ) const

Function that evaluates the double object in the first variable leaving the second undetermined.

Parameters

x	value of the first variable

◆ Evaluate2()

template<class T , class U = T>

U apfel::DoubleObject< T, U >::Evaluate2 ( double const & z ) const

Function that evaluates the double object in the second variable leaving the first undetermined.

Parameters

z	value of the second variable

◆ GetTerms()

template<class T , class U = T>

std::vector< term< T, U > > apfel::DoubleObject< T, U >::GetTerms ( ) const

inline

Function to get the terms.

Returns: The vector of terms

◆ Integrate() [1/3]

template<class T , class U = T>

double apfel::DoubleObject< T, U >::Integrate	(	double const &	xl,
		double const &	xu,
		double const &	zl,
		double const &	zu ) const

Function that evaluates the integral of the double distribution.

Parameters

xl	value of the lower bound of the of the first variable
xu	value of the upper bound of the of the first variable
zl	value of the lower bound of the of the second variable
zu	value of the upper bound of the of the second variable

Returns: The value of the integral of the double distribution

◆ Integrate() [2/3]

template<class T , class U = T>

double apfel::DoubleObject< T, U >::Integrate	(	double const &	xl,
		double const &	xu,
		std::function< double(double const &)>	zlx,
		std::function< double(double const &)>	zux ) const

Function that evaluates the integral of the double distribution.

Parameters

xl	value of the lower bound of the of the first variable
xu	value of the upper bound of the of the first variable
zlx	function that delimits the lower bound of the integral in z as a function of x
zux	function that delimits the upper bound of the integral in z as a function of x

Returns: The value of the integral of the double distribution

◆ Integrate() [3/3]

template<class T , class U = T>

double apfel::DoubleObject< T, U >::Integrate	(	std::function< double(double const &)>	xlz,
		std::function< double(double const &)>	xuz,
		double const &	zl,
		double const &	zu ) const

Function that evaluates the integral of the double distribution.

Parameters

xlz	function that delimits the lower bound of the integral in x as a function of z
xuz	function that delimits the upper bound of the integral in x as a function of z
zl	value of the lower bound of the of the second variable
zu	value of the upper bound of the of the seconf variable

Returns: The value of the integral of the double distribution

◆ Integrate1()

template<class T , class U = T>

T apfel::DoubleObject< T, U >::Integrate1	(	double const &	xl,
		double const &	xu ) const

Function that evaluates the integral of the double object in the first variable leaving the second undetermined.

Parameters

xl	value of the lower bound of the of the first variable
xu	value of the upper bound of the of the first variable

◆ Integrate2()

template<class T , class U = T>

U apfel::DoubleObject< T, U >::Integrate2	(	double const &	zl,
		double const &	zu ) const

Function that evaluates the derivative of the double object in the second variable leaving the first undetermined.

Parameters

zl	value of the lower bound of the of the second variable
zu	value of the upper bound of the of the second variable

◆ MultiplyBy()

template<class T , class U = T>

DoubleObject< T, U > & apfel::DoubleObject< T, U >::MultiplyBy	(	std::function< double(double const &)> const &	fx,
		std::function< double(double const &)> const &	fz )

This function multiplies the objects of the single terms of the DoubleObject by a respective function.

Parameters

fx	that function that multiplies the first distribution
fz	that function that multiplies the second distribution

◆ operator*=() [1/4]

template<class T , class U = T>

DoubleObject< T, U > & apfel::DoubleObject< T, U >::operator*= ( double const & s )

this *= scalar

◆ operator*=() [2/4]

template<class T , class U = T>

DoubleObject< T, U > & apfel::DoubleObject< T, U >::operator*= ( DoubleObject< T, U > const & o )

this *= DoubleObject

◆ operator*=() [3/4]

template<class T , class U = T>

template<class V >

DoubleObject< V > apfel::DoubleObject< T, U >::operator*= ( DoubleObject< V > const & o ) const

◆ operator*=() [4/4]

template<class T , class U = T>

DoubleObject< T, U > & apfel::DoubleObject< T, U >::operator*= ( std::function< double(double const &)> const & f )

this *= Function of the integration variable

◆ operator+=()

template<class T , class U = T>

DoubleObject< T, U > & apfel::DoubleObject< T, U >::operator+= ( DoubleObject< T, U > const & o )

this += DoubleObject

◆ operator-=()

template<class T , class U = T>

DoubleObject< T, U > & apfel::DoubleObject< T, U >::operator-= ( DoubleObject< T, U > const & o )

this -= DoubleObject

◆ operator/=()

template<class T , class U = T>

DoubleObject< T, U > & apfel::DoubleObject< T, U >::operator/= ( double const & s )

this /= scalar

◆ Print()

template<class T , class U = T>

void apfel::DoubleObject< T, U >::Print ( ) const

inline

Print the Operator object.

Friends And Related Symbol Documentation

◆ operator<<

template<class T , class U = T>

template<class V , class W >

std::ostream & operator<<	(	std::ostream &	os,
		DoubleObject< V, W > const &	dob )

friend

Member Data Documentation

◆ _terms

template<class T , class U = T>

std::vector<term<T, U> > apfel::DoubleObject< T, U >::_terms

private

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

/Users/vb262523/Codes/apfelxx/inc/apfel/doubleobject.h

Public Member Functions

Private Attributes

Friends

Detailed Description

Constructor & Destructor Documentation

◆ DoubleObject() [1/2]

◆ DoubleObject() [2/2]

Member Function Documentation

◆ AddTerm()

◆ Derive()

◆ Derive1()

◆ Derive2()

◆ Evaluate()

◆ Evaluate1()

◆ Evaluate2()

◆ GetTerms()

◆ Integrate() [1/3]

◆ Integrate() [2/3]

◆ Integrate() [3/3]

◆ Integrate1()

◆ Integrate2()

◆ MultiplyBy()

◆ operator*=() [1/4]

◆ operator*=() [2/4]

◆ operator*=() [3/4]

◆ operator*=() [4/4]

◆ operator+=()

◆ operator-=()

◆ operator/=()

◆ Print()

Friends And Related Symbol Documentation

◆ operator<<

Member Data Documentation

◆ _terms