#include <rosenbrock2_nlls_problem.h>

Inheritance diagram for FullPhysics::Rosenbrock2NLLSProblem:

Collaboration diagram for FullPhysics::Rosenbrock2NLLSProblem:

Public Types
enum	message_t { NONE, SOLVED, ERROR }
	Enum type for the message generated by the problem. More...

Public Member Functions
	Rosenbrock2NLLSProblem ()

virtual	~Rosenbrock2NLLSProblem ()

virtual void	assert_parameter_correct (const blitz::Array< double, 1 > &x) const
	Checks that the new input parameters are correct. More...

virtual void	assert_parameter_set_correctly () const
	Checks that the parameters are set correctly. More...

virtual void	clear ()
	Deletes data contents. More...

virtual void	clear ()
	Deletes data contents. More...

virtual double	cost ()
	Read comments on CostFunc::cost() More...

virtual void	cost_gradient (double &c, blitz::Array< double, 1 > &g)
	The cost function and its gradient together. More...

virtual void	cost_gradient_x (const blitz::Array< double, 1 > &x, double &c, blitz::Array< double, 1 > &g)
	The cost function and its gradient with parameters. More...

virtual double	cost_x (const blitz::Array< double, 1 > &x)
	The cost function with parameters. More...

virtual int	expected_parameter_size () const
	Returns the expected size of the parameters. More...

virtual blitz::Array< double, 1 >	gradient ()
	Read comments on CostFuncDiff::gradient() More...

virtual int	gradient_size () const
	Returns the size of the gradient vector. More...

virtual blitz::Array< double, 1 >	gradient_x (const blitz::Array< double, 1 > &x)
	The gradient function with parameters. More...

virtual blitz::Array< double, 2 >	jacobian ()
	The Jacobian matrix function. More...

virtual blitz::Array< double, 2 >	jacobian_x (const blitz::Array< double, 1 > &x)
	The Jacobian function with parameters. More...

virtual message_t	message () const
	Returns a value of CostFunc::message_t type. More...

virtual const char *const	message_str () const
	Returns the string version of the problem message. More...

virtual int	num_cost_evaluations () const
	Returns the number of the times cost has been evaluated. More...

virtual int	num_der1_evaluations () const
	Returns the number of the times gradient has been evaluated. More...

virtual int	num_jacobian_evaluations () const
	Returns the number of the times Jacobian has been evaluated. More...

virtual int	num_residual_evaluations () const
	Returns the number of the times residual has been evaluated. More...

virtual int	parameter_size () const
	Returns the size of the parameters. More...

virtual void	parameters (const blitz::Array< double, 1 > &x)
	Sets the problem at a new point in the parameter space. More...

virtual blitz::Array< double, 1 >	parameters () const
	Returns the current parameters. More...

virtual bool	parameters_different (const blitz::Array< double, 1 > &x) const
	Checks whether or not new input parameters are different from the current ones. More...

virtual void	print (std::ostream &Os) const
	Prints description of object. More...

std::string	print_to_string () const
	Print to string. More...

virtual blitz::Array< double, 1 >	residual ()
	The residual vector function. More...

virtual void	residual_jacobian (blitz::Array< double, 1 > &r, blitz::Array< double, 2 > &j)
	The residual function and its Jacobian together. More...

virtual void	residual_jacobian_x (const blitz::Array< double, 1 > &x, blitz::Array< double, 1 > &r, blitz::Array< double, 2 > &j)
	The residual and its Jacobian with parameters. More...

virtual int	residual_size () const
	The size of the residual returned by residual() More...

virtual blitz::Array< double, 1 >	residual_x (const blitz::Array< double, 1 > &x)
	The residual function with parameters. More...

virtual void	set (const NLLSProblemState &s)
	Makes self a copy of the input state. More...

virtual void	set (const ProblemState &s)
	Makes self a copy of the input state. More...

virtual void	zero_num_evaluations ()
	Sets cost and gradient evaluation counters to zero. More...

Protected Member Functions
virtual void	increment_num_cost_evaluations ()
	Increments (by 1) cost evaluation counter. More...

virtual void	increment_num_der1_evaluations ()
	Increments (by 1) gradient evaluation counter. More...

virtual void	set_num_cost_evaluations (int count)
	Sets the cost evaluation counter to a desired value. More...

virtual void	set_num_der1_evaluations (int count)
	Sets the gradient evaluation counter to a desired value. More...

Protected Attributes
blitz::Array< double, 2 >	J

message_t	mssg

blitz::Array< double, 1 >	R

blitz::Array< double, 1 >	X

Detailed Description

Definition at line 9 of file rosenbrock2_nlls_problem.h.

Member Enumeration Documentation

◆ message_t

enum FullPhysics::CostFunc::message_t

inherited

Enum type for the message generated by the problem.

In general it is very difficult (probably not possible) to develop a general purpose stopping criterion for a general purpose optimization or curve fitting iterative algorithm. The stopping criterion could be very problem dependent. This enumerated type is used to send a message to the solver of a problem, and the iterative solver can optionally take the message into account in deciding how to proceed.

Enumerator
NONE	There are no messages.
SOLVED	The problem is solved.
ERROR	There is an error in the problem.

Definition at line 38 of file cost_func.h.

Constructor & Destructor Documentation

◆ Rosenbrock2NLLSProblem()

FullPhysics::Rosenbrock2NLLSProblem::Rosenbrock2NLLSProblem ( )

inline

Definition at line 11 of file rosenbrock2_nlls_problem.h.

◆ ~Rosenbrock2NLLSProblem()

virtual FullPhysics::Rosenbrock2NLLSProblem::~Rosenbrock2NLLSProblem ( )

inlinevirtual

Definition at line 14 of file rosenbrock2_nlls_problem.h.

Member Function Documentation

◆ assert_parameter_correct()

void ProblemState::assert_parameter_correct ( const blitz::Array< double, 1 > & x ) const

virtualinherited

Checks that the new input parameters are correct.

This method checks to see whether or not the new input parameters are correct. If the parameters are not correct then it throws an exception.

Definition at line 44 of file problem_state.cc.

◆ assert_parameter_set_correctly()

virtual void FullPhysics::ProblemState::assert_parameter_set_correctly ( ) const

inlinevirtualinherited

Checks that the parameters are set correctly.

This method checks to see whether or not the parameters are set correctly. If the parameters are not set correctly then it throws an exception.

Definition at line 197 of file problem_state.h.

◆ clear() [1/2]

virtual void FullPhysics::NLLSProblemState::clear ( )

inlinevirtualinherited

Deletes data contents.

This method deletes state. If needed, it must be reimplemented by other classes derived from this class to delete other saved components associated with the state as well.

Reimplemented from FullPhysics::ProblemState.

Definition at line 96 of file nlls_problem_state.h.

◆ clear() [2/2]

virtual void FullPhysics::ProblemState::clear ( )

inlinevirtualinherited

Deletes data contents.

This method deletes state. It must be reimplemented by other classes derived from this class to delete other saved components associated with the state as well.

Reimplemented in FullPhysics::NLLSProblemState, FullPhysics::ModelState, FullPhysics::CostFuncDiffState, and FullPhysics::CostFuncState.

Definition at line 100 of file problem_state.h.

◆ cost()

double NLLSProblem::cost ( )

virtualinherited

Read comments on CostFunc::cost()

Implements FullPhysics::CostFunc.

Definition at line 24 of file nlls_problem.cc.

◆ cost_gradient()

void CostFuncDiff::cost_gradient	(	double &	c,
		blitz::Array< double, 1 > &	g
	)

virtualinherited

The cost function and its gradient together.

This method passes to the caller the evaluated cost function and its gradient at the current set point.

The parameters (the point in the parameter space) must have already been set before calling this method. The parameters are already set if one of the following methods is already called successfully:

Parameters

[out]	c	The cost function value
[out]	g	The gradient vector with size gradient_size()

Definition at line 17 of file cost_func_diff.cc.

◆ cost_gradient_x()

virtual void FullPhysics::CostFuncDiff::cost_gradient_x	(	const blitz::Array< double, 1 > &	x,
		double &	c,
		blitz::Array< double, 1 > &	g
	)

inlinevirtualinherited

The cost function and its gradient with parameters.

This method passes to the caller the evaluated cost function and its gradient after setting the problem at the input new point.

Parameters

[in]	x	New set of parameters
[out]	c	The cost function value
[out]	g	The gradient vector with size gradient_size()

Definition at line 128 of file cost_func_diff.h.

◆ cost_x()

virtual double FullPhysics::CostFunc::cost_x ( const blitz::Array< double, 1 > & x )

inlinevirtualinherited

The cost function with parameters.

This method also evaluates the cost function; however, it sets the problem at the input new point and then evaluates the cost function.

Parameters

[in] x New set of parameters

Returns: Cost function value

Definition at line 89 of file cost_func.h.

◆ expected_parameter_size()

virtual int FullPhysics::Rosenbrock2NLLSProblem::expected_parameter_size ( ) const

inlinevirtual

Returns the expected size of the parameters.

This method must be reimplemented by the problem class the inherits ProblemState. It is only in the context of an optimization problem that one knows what the size of the parameters (number of the dimensions of the parameter space) is.

This method is intentionally implemented here instead of being left as a pure virtual method. The intention is that the user to be able to create an object of this class or its derived classes for the purpose of preserving an older state of a problem if needed.

Returns: Expected size of parameters

Reimplemented from FullPhysics::ProblemState.

Definition at line 16 of file rosenbrock2_nlls_problem.h.

◆ gradient()

blitz::Array< double, 1 > NLLSProblem::gradient ( )

virtualinherited

Read comments on CostFuncDiff::gradient()

Implements FullPhysics::CostFuncDiff.

Definition at line 29 of file nlls_problem.cc.

◆ gradient_size()

virtual int FullPhysics::CostFuncDiff::gradient_size ( ) const

inlinevirtualinherited

Returns the size of the gradient vector.

Returns: The size of the gradient vecotor

Definition at line 157 of file cost_func_diff.h.

◆ gradient_x()

virtual blitz::Array<double, 1> FullPhysics::CostFuncDiff::gradient_x ( const blitz::Array< double, 1 > & x )

inlinevirtualinherited

The gradient function with parameters.

This method also evaluates the gradient of the cost function; however, it sets the problem at the input new point and then evaluates the gradient.

The size of the gradient vector can be obtained in advance by calling gradient_size().

Parameters

[in] x New set of parameters

Returns: The gradient of the cost function

Definition at line 82 of file cost_func_diff.h.

◆ increment_num_cost_evaluations()

virtual void FullPhysics::CostFunc::increment_num_cost_evaluations ( )

inlineprotectedvirtualinherited

Increments (by 1) cost evaluation counter.

The developer of a derived class, where the true cost function evaluation is implemented, must also call this method when the cost function is evaluated.

It is possible to call this method in cost_x() method; however, at this level we do not know when the cost function gets truly evaluated.

The developer of a derived class can save the expensive components of a cost function evaluation and reuse them when cost is inquired and the parameters have not changed. Therefore, she has the options of calling increment_num_cost_evaluations()

any time cost is inquired or
only when cost is truly evaluated.

If X1 and X2 are two different sets of parameters, then after the sequence of method calls

cost_x(X1)
cost_x(X1)
cost_x(X2)
cost_x(X2)

with the first design option mentioned above num_cost_evaluations() will return 4, but with the second option mentioned above num_cost_evaluations() will return 2.

Therefore, in my opinion it was best not to decide when to call this method at this level in CostFunc class.

Definition at line 198 of file cost_func.h.

◆ increment_num_der1_evaluations()

virtual void FullPhysics::CostFuncDiff::increment_num_der1_evaluations ( )

inlineprotectedvirtualinherited

Increments (by 1) gradient evaluation counter.

The developer of a derived class, where the true gradient evaluation is implemented, must also call this method when the gradient (first order derivatives) is evaluated.

It is possible to call this method in gradient_x() method; however, at this level we do not know when the gradient gets truly evaluated.

The developer of a derived class can save the expensive components of the gradient evaluation and reuse them when gradient is inquired and the parameters have not changed. Therefore, she has the options of calling increment_num_der1_evaluations()

any time gradient is inquired or
only when gradient is truly evaluated.

If X1 and X2 are two different sets of parameters, then after the sequence of method calls

gradient_x(X1)
gradient_x(X1)
gradient_x(X2)
gradient_x(X2)

with the first design option mentioned above num_der1_evaluations() will return 4, but with the second option mentioned above num_der1_evaluations() will return 2.

Therefore, in my opinion it was best not to decide when to call this method at this level in CostFuncDiff class.

Definition at line 205 of file cost_func_diff.h.

◆ jacobian()

Array< double, 2 > Rosenbrock2NLLSProblem::jacobian ( )

virtual

The Jacobian matrix function.

This method must be implemented by the classes derived from this class.

The parameters (the point in the parameter space) must have already been set before calling this method. The parameters are already set if one of the following methods is already called successfully:

parameters() (see ProblemState class)
cost_x() (see CostFunc class)
gradient_x() (see CostFuncDiff class)
cost_gradient_x() (see CostFuncDiff class)
residual_x()
jacobian_x()
residual_jacobian_x()

If the parameters are already set, then this method returns the Jacobian of the residual of the NLLS problem at the current set point.

The sizes of the Jacobian matrix can be obtained in advance:

The number of its rows is the same as residual_size().
The number of its columns is the same as ProblemState::expected_parameter_size() or CostFuncDiff::gradient_size()

Returns: The Jacobian of the residual of the NLLS problem

Implements FullPhysics::NLLSProblem.

Definition at line 22 of file rosenbrock2_nlls_problem.cc.

◆ jacobian_x()

virtual blitz::Array<double, 2> FullPhysics::NLLSProblem::jacobian_x ( const blitz::Array< double, 1 > & x )

inlinevirtualinherited

The Jacobian function with parameters.

This method also evaluates the Jacobian of the residual of the NLLS problem; however, it sets the problem at the input new point and then evaluates the Jacobian.

The sizes of the Jacobian matrix can be obtained in advance as mentioned in the comments on jacobian() method.

Parameters

[in] x New set of parameters

Returns: The Jacobian of the residual of the NLLS problem

Definition at line 186 of file nlls_problem.h.

◆ message()

virtual message_t FullPhysics::CostFunc::message ( ) const

inlinevirtualinherited

Returns a value of CostFunc::message_t type.

This method returns a problem generated message. The message is initialized as CostFunc::NONE. The implementation of a problem can optionally set it to other values as needed, and the solver of the problem can optionally take different course of actions for different messages.

It is assumed that the solver will not take any different course of action if the returned value is CostFunc::NONE. For other possible values check the comments on CostFunc::message_t.

Returns: problem message

Definition at line 127 of file cost_func.h.

◆ message_str()

const char *const CostFunc::message_str ( ) const

virtualinherited

Returns the string version of the problem message.

If the method status() returns

then message_str() will return

"NONE"
"SOLVED"
"ERROR"

respectively.

Returns: problem message in string form

Definition at line 14 of file cost_func.cc.

◆ num_cost_evaluations()

virtual int FullPhysics::CostFunc::num_cost_evaluations ( ) const

inlinevirtualinherited

Returns the number of the times cost has been evaluated.

Returns: The number of the times cost has been evaluated.

Definition at line 99 of file cost_func.h.

◆ num_der1_evaluations()

virtual int FullPhysics::CostFuncDiff::num_der1_evaluations ( ) const

inlinevirtualinherited

Returns the number of the times gradient has been evaluated.

Returns: The number of the times gradient has been evaluated.

Definition at line 139 of file cost_func_diff.h.

◆ num_jacobian_evaluations()

virtual int FullPhysics::NLLSProblem::num_jacobian_evaluations ( ) const

inlinevirtualinherited

Returns the number of the times Jacobian has been evaluated.

Returns: The number of the times Jacobian has been evaluated

Definition at line 256 of file nlls_problem.h.

◆ num_residual_evaluations()

virtual int FullPhysics::NLLSProblem::num_residual_evaluations ( ) const

inlinevirtualinherited

Returns the number of the times residual has been evaluated.

Returns: The number of the times residual has been evaluated

Definition at line 246 of file nlls_problem.h.

◆ parameter_size()

virtual int FullPhysics::ProblemState::parameter_size ( ) const

inlinevirtualinherited

Returns the size of the parameters.

Returns: Size of parameters

Definition at line 163 of file problem_state.h.

◆ parameters() [1/2]

void ProblemState::parameters ( const blitz::Array< double, 1 > & x )

virtualinherited

Sets the problem at a new point in the parameter space.

The method calls parameters_different() to determine whether or not the new parameters are different:

If different, then it deletes the object state (see clear()), and the input x becomes the current state.
If not different, then the input parameters are ignored.

Parameters

[in] x New set of parameters

Reimplemented in FullPhysics::NLLSProblemScaled, FullPhysics::NLLSMaxAPosteriori, FullPhysics::NLLSMaxLikelihood, and FullPhysics::ModelMeasureStandard.

Definition at line 36 of file problem_state.cc.

◆ parameters() [2/2]

virtual blitz::Array<double, 1> FullPhysics::ProblemState::parameters ( ) const

inlinevirtualinherited

Returns the current parameters.

Returns: Current parameter

Reimplemented in FullPhysics::NLLSProblemScaled, FullPhysics::NLLSMaxAPosteriori, FullPhysics::NLLSMaxLikelihood, and FullPhysics::ModelMeasureStandard.

Definition at line 153 of file problem_state.h.

◆ parameters_different()

bool ProblemState::parameters_different ( const blitz::Array< double, 1 > & x ) const

virtualinherited

Checks whether or not new input parameters are different from the current ones.

The methods checks to see whether or not the new input parameters (point in the parameter space) are different from the parameters maintained by the object for which the method is called.

If the size of the input parameters is not equal to the expected size of the parameters (check comments on expected_parameter_size), then the method will throw an exception.

If the object for which the method is called has currently no parameters set, then the method returns true. Otherwise, the method uses some algorithm to figure out when the difference is "big enough" to be considered different. If the method determines that the new input parameters are different from the current parameters, then it returns true, otherwise, it returns false.

Parameters

[in] x New set of parameters

Definition at line 9 of file problem_state.cc.

◆ print()

virtual void FullPhysics::Rosenbrock2NLLSProblem::print ( std::ostream & Os ) const

inlinevirtual

Prints description of object.

Reimplemented from FullPhysics::NLLSProblem.

Definition at line 19 of file rosenbrock2_nlls_problem.h.

◆ print_to_string()

std::string FullPhysics::Printable< ProblemState >::print_to_string ( ) const

inlineinherited

Print to string.

This is primarily useful for SWIG wrappers to this class, e.g. a to_s method in ruby.

Definition at line 31 of file printable.h.

◆ residual()

Array< double, 1 > Rosenbrock2NLLSProblem::residual ( )

virtual

The residual vector function.

This method must be implemented by the classes derived from this class.

The parameters (the point in the parameter space) must have already been set before calling this method. The parameters are already set if one of the following methods is already called successfully:

parameters() (see ProblemState class)
cost_x() (see CostFunc class)
gradient_x() (see CostFuncDiff class)
cost_gradient_x() (see CostFuncDiff class)
residual_x()
jacobian_x()
residual_jacobian_x()

If the parameters are already set, then this method returns the residual of the NLLS problem at the current set point.

The size of the residual vector can be obtained in advance by calling residual_size().

Returns: The residual of the NLLS problem

Implements FullPhysics::NLLSProblem.

Definition at line 9 of file rosenbrock2_nlls_problem.cc.

◆ residual_jacobian()

void NLLSProblem::residual_jacobian	(	blitz::Array< double, 1 > &	r,
		blitz::Array< double, 2 > &	j
	)

virtualinherited

The residual function and its Jacobian together.

This method passes to the caller the evaluated residual function and its Jacobian at the current set point.

The parameters (the point in the parameter space) must have already been set before calling this method. The parameters are already set if one of the following methods is already called successfully:

Parameters

[out]	r	The residual vector
[out]	j	The Jacobian matrix

Definition at line 18 of file nlls_problem.cc.

◆ residual_jacobian_x()

virtual void FullPhysics::NLLSProblem::residual_jacobian_x	(	const blitz::Array< double, 1 > &	x,
		blitz::Array< double, 1 > &	r,
		blitz::Array< double, 2 > &	j
	)

inlinevirtualinherited

The residual and its Jacobian with parameters.

This method passes to the caller the evaluated residual function and its Jacobian after setting the problem at the input new point.

Parameters

[in]	x	New set of parameters
[out]	r	The residual vector
[out]	j	The Jacobian matrix

Definition at line 235 of file nlls_problem.h.

◆ residual_size()

virtual int FullPhysics::Rosenbrock2NLLSProblem::residual_size ( ) const

inlinevirtual

The size of the residual returned by residual()

This method must be implemented by the classes derived from this class.

Returns: The size of the residual that will be returned by residual()

Implements FullPhysics::NLLSProblem.

Definition at line 15 of file rosenbrock2_nlls_problem.h.

◆ residual_x()

virtual blitz::Array<double, 1> FullPhysics::NLLSProblem::residual_x ( const blitz::Array< double, 1 > & x )

inlinevirtualinherited

The residual function with parameters.

This method also evaluates the residual of the NLLS problem; however, it sets the problem at the input new point and then evaluates the residual.

The size of the residual vector can be obtained in advance by calling residual_size().

Parameters

[in] x New set of parameters

Returns: The residual of the cost function

Definition at line 132 of file nlls_problem.h.

◆ set() [1/2]

void NLLSProblemState::set ( const NLLSProblemState & s )

virtualinherited

Makes self a copy of the input state.

This method makes the object, for which it is called, a copy of the input state.

Parameters

[in] s another NLLSProblemState

Definition at line 7 of file nlls_problem_state.cc.

◆ set() [2/2]

virtual void FullPhysics::ProblemState::set ( const ProblemState & s )

inlinevirtualinherited

Makes self a copy of the input state.

This method makes the object, for which it is called, a copy of the input state.

Parameters

[in] s another ProblemState

Definition at line 88 of file problem_state.h.

◆ set_num_cost_evaluations()

virtual void FullPhysics::CostFunc::set_num_cost_evaluations ( int count )

inlineprotectedvirtualinherited

Sets the cost evaluation counter to a desired value.

This method sets the cost evaluation counter to a desired value. It is just provided if the developers of the derived classes have any use for it

Parameters

[in] count Desired value for cost evaluation counter setting

Definition at line 213 of file cost_func.h.

◆ set_num_der1_evaluations()

virtual void FullPhysics::CostFuncDiff::set_num_der1_evaluations ( int count )

inlineprotectedvirtualinherited

Sets the gradient evaluation counter to a desired value.

This method sets the gradient (first order derivatives) evaluation counter to a desired value. It is just provided if the developers of the derived classes have any use for it

Parameters

[in] count Desired value for gradient evaluation counter setting

Definition at line 220 of file cost_func_diff.h.

◆ zero_num_evaluations()

virtual void FullPhysics::CostFuncDiff::zero_num_evaluations ( )

inlinevirtualinherited

Sets cost and gradient evaluation counters to zero.

Reimplemented from FullPhysics::CostFunc.

Definition at line 147 of file cost_func_diff.h.

Member Data Documentation

◆ J

blitz::Array<double, 2> FullPhysics::NLLSProblemState::J

protectedinherited

Definition at line 111 of file nlls_problem_state.h.

◆ mssg

message_t FullPhysics::CostFunc::mssg

protectedinherited

Definition at line 163 of file cost_func.h.

◆ R

blitz::Array<double, 1> FullPhysics::NLLSProblemState::R

protectedinherited

Definition at line 110 of file nlls_problem_state.h.

◆ X

blitz::Array<double, 1> FullPhysics::ProblemState::X

protectedinherited

Definition at line 222 of file problem_state.h.

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

Implementation/rosenbrock2_nlls_problem.h
Implementation/rosenbrock2_nlls_problem.cc

Public Types

Public Member Functions

Protected Member Functions

Protected Attributes

Detailed Description

Member Enumeration Documentation

◆ message_t

Constructor & Destructor Documentation

◆ Rosenbrock2NLLSProblem()

◆ ~Rosenbrock2NLLSProblem()

Member Function Documentation

◆ assert_parameter_correct()

◆ assert_parameter_set_correctly()

◆ clear() [1/2]

◆ clear() [2/2]

◆ cost()

◆ cost_gradient()

◆ cost_gradient_x()

◆ cost_x()

◆ expected_parameter_size()

◆ gradient()

◆ gradient_size()

◆ gradient_x()

◆ increment_num_cost_evaluations()

◆ increment_num_der1_evaluations()

◆ jacobian()

◆ jacobian_x()

◆ message()

◆ message_str()

◆ num_cost_evaluations()

◆ num_der1_evaluations()

◆ num_jacobian_evaluations()

◆ num_residual_evaluations()

◆ parameter_size()

◆ parameters() [1/2]

◆ parameters() [2/2]

◆ parameters_different()

◆ print()

◆ print_to_string()

◆ residual()

◆ residual_jacobian()

◆ residual_jacobian_x()

◆ residual_size()

◆ residual_x()

◆ set() [1/2]

◆ set() [2/2]

◆ set_num_cost_evaluations()

◆ set_num_der1_evaluations()

◆ zero_num_evaluations()

Member Data Documentation

◆ J

◆ mssg

◆ R

◆ X