Ipopt::PenaltyLSAcceptor Class Reference

Filter line search. More...

#include <IpPenaltyLSAcceptor.hpp>

Inheritance diagram for Ipopt::PenaltyLSAcceptor:
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List of all members.

Public Member Functions

virtual bool InitializeImpl (const OptionsList &options, const std::string &prefix)
 InitializeImpl - overloaded from AlgorithmStrategyObject.
virtual void Reset ()
 Reset the acceptor.
virtual void InitThisLineSearch (bool in_watchdog)
 Initialization for the next line search.
virtual void PrepareRestoPhaseStart ()
 Method that is called before the restoration phase is called.
virtual Number CalculateAlphaMin ()
 Method returning the lower bound on the trial step sizes.
virtual bool CheckAcceptabilityOfTrialPoint (Number alpha_primal)
 Method for checking if current trial point is acceptable.
virtual bool TrySecondOrderCorrection (Number alpha_primal_test, Number &alpha_primal, SmartPtr< IteratesVector > &actual_delta)
 Try a second order correction for the constraints.
virtual bool TryCorrector (Number alpha_primal_test, Number &alpha_primal, SmartPtr< IteratesVector > &actual_delta)
 Try higher order corrector (for fast local convergence).
virtual char UpdateForNextIteration (Number alpha_primal_test)
 Method for ending the current line search.
virtual void StartWatchDog ()
 Method for setting internal data if the watchdog procedure is started.
virtual void StopWatchDog ()
 Method for setting internal data if the watchdog procedure is stopped.
Constructors/Destructors



 PenaltyLSAcceptor (const SmartPtr< PDSystemSolver > &pd_solver)
 Constructor.
virtual ~PenaltyLSAcceptor ()
 Default destructor.
Trial Point Accepting Methods. Used internally to check certain

acceptability criteria and used externally (by the restoration phase convergence check object, for instance)



bool IsAcceptableToCurrentIterate (Number trial_barr, Number trial_theta, bool called_from_restoration=false) const
 Checks if a trial point is acceptable to the current iterate.
bool IsAcceptableToCurrentFilter (Number trial_barr, Number trial_theta) const
 Checks if a trial point is acceptable to the current filter.

Static Public Member Functions



static void RegisterOptions (SmartPtr< RegisteredOptions > roptions)
 Methods for OptionsList.

Private Member Functions

Number CalcPred (Number alpha)
 Compute predicted reduction for given step size.
Default Compiler Generated Methods

(Hidden to avoid implicit creation/calling).

These methods are not implemented and we do not want the compiler to implement them for us, so we declare them private and do not define them. This ensures that they will not be implicitly created/called.



 PenaltyLSAcceptor (const PenaltyLSAcceptor &)
 Copy Constructor.
void operator= (const PenaltyLSAcceptor &)
 Overloaded Equals Operator.

Static Private Member Functions

static bool Compare_le (Number lhs, Number rhs, Number BasVal)
 Check comparison "lhs <= rhs", using machine precision based on BasVal.

Private Attributes

Parameters for the filter algorithm. Names as in the paper



Number nu_init_
 Initial value of penalty parameter.
Number nu_inc_
 Incrememt for penalty parameter.
Number eta_
 $ \eta_{\varphi} $
Number rho_
 $ \rho $
Index max_soc_
 Maximal number of second order correction steps.
Number kappa_soc_
 Required reduction in constraint violation before trying multiple second order correction steps $ \kappa_{soc}$.
Information related to watchdog procedure



Number reference_theta_
 Constraint violation at the point with respect to which progress is to be made.
Number reference_barr_
 Barrier objective function at the point with respect to which progress is to be made.
Number reference_gradBarrTDelta_
 Barrier gradient transpose search direction at the point with respect to which progress is to be made.
Number reference_dWd_
 Two-sided product of search direction with complete Hessian.
SmartPtr< const Vectorreference_JacC_delta_
 Product of Jacobian of equality constraint with x direction.
SmartPtr< const Vectorreference_JacD_delta_
 Product of Jacobian of (d-s) constraint with search direction.
Number reference_pred_
 Reference predicted reduction.
Number watchdog_theta_
 Constraint violation at reference point.
Number watchdog_barr_
 Barrier objective function at reference point.
Number watchdog_pred_
 Predicted reduction to be compared with in watch dog.
Penalty parameter



Number nu_
 Current value of the penalty parameter.
Number last_nu_
 Value of penalty parameter at beginning of the iteration.
Strategy objective that are used



SmartPtr< PDSystemSolverpd_solver_

Detailed Description

Filter line search.

This class implements the filter line search procedure.

Definition at line 22 of file IpPenaltyLSAcceptor.hpp.


Constructor & Destructor Documentation

Ipopt::PenaltyLSAcceptor::PenaltyLSAcceptor ( const SmartPtr< PDSystemSolver > &  pd_solver  ) 

Constructor.

The PDSystemSolver object only needs to be provided (i.e. not NULL) if second order correction or corrector steps are to be used.

virtual Ipopt::PenaltyLSAcceptor::~PenaltyLSAcceptor (  )  [virtual]

Default destructor.

Ipopt::PenaltyLSAcceptor::PenaltyLSAcceptor ( const PenaltyLSAcceptor  )  [private]

Copy Constructor.


Member Function Documentation

virtual bool Ipopt::PenaltyLSAcceptor::InitializeImpl ( const OptionsList options,
const std::string &  prefix 
) [virtual]

InitializeImpl - overloaded from AlgorithmStrategyObject.

Implements Ipopt::BacktrackingLSAcceptor.

virtual void Ipopt::PenaltyLSAcceptor::Reset (  )  [virtual]

Reset the acceptor.

This function should be called if all previous information should be discarded when the line search is performed the next time. For example, this method should be called if the barrier parameter is changed.

Implements Ipopt::BacktrackingLSAcceptor.

virtual void Ipopt::PenaltyLSAcceptor::InitThisLineSearch ( bool  in_watchdog  )  [virtual]

Initialization for the next line search.

The flag in_watchdog indicates if we are currently in an active watchdog procedure.

Implements Ipopt::BacktrackingLSAcceptor.

virtual void Ipopt::PenaltyLSAcceptor::PrepareRestoPhaseStart (  )  [virtual]

Method that is called before the restoration phase is called.

Here, we can set up things that are required in the termination test for the restoration phase, such as augmenting a filter.

Implements Ipopt::BacktrackingLSAcceptor.

virtual Number Ipopt::PenaltyLSAcceptor::CalculateAlphaMin (  )  [virtual]

Method returning the lower bound on the trial step sizes.

If the backtracking procedure encounters a trial step size below this value after the first trial set, it swtiches to the (soft) restoration phase.

Implements Ipopt::BacktrackingLSAcceptor.

virtual bool Ipopt::PenaltyLSAcceptor::CheckAcceptabilityOfTrialPoint ( Number  alpha_primal  )  [virtual]

Method for checking if current trial point is acceptable.

It is assumed that the delta information in ip_data is the search direction used in criteria. The primal trial point has to be set before the call.

Implements Ipopt::BacktrackingLSAcceptor.

virtual bool Ipopt::PenaltyLSAcceptor::TrySecondOrderCorrection ( Number  alpha_primal_test,
Number alpha_primal,
SmartPtr< IteratesVector > &  actual_delta 
) [virtual]

Try a second order correction for the constraints.

If the first trial step (with incoming alpha_primal) has been reject, this tries up to max_soc_ second order corrections for the constraints. Here, alpha_primal_test is the step size that has to be used in the filter acceptance tests. On output actual_delta_ has been set to the step including the second order correction if it has been accepted, otherwise it is unchanged. If the SOC step has been accepted, alpha_primal has the fraction-to-the-boundary value for the SOC step on output. The return value is true, if a SOC step has been accepted.

Implements Ipopt::BacktrackingLSAcceptor.

virtual bool Ipopt::PenaltyLSAcceptor::TryCorrector ( Number  alpha_primal_test,
Number alpha_primal,
SmartPtr< IteratesVector > &  actual_delta 
) [virtual]

Try higher order corrector (for fast local convergence).

In contrast to a second order correction step, which tries to make an unacceptable point acceptable by improving constraint violation, this corrector step is tried even if the regular primal-dual step is acceptable.

Implements Ipopt::BacktrackingLSAcceptor.

virtual char Ipopt::PenaltyLSAcceptor::UpdateForNextIteration ( Number  alpha_primal_test  )  [virtual]

Method for ending the current line search.

When it is called, the internal data should be updates, e.g., the filter might be augmented. alpha_primal_test is the value of alpha that has been used for in the acceptence test ealier.

Implements Ipopt::BacktrackingLSAcceptor.

virtual void Ipopt::PenaltyLSAcceptor::StartWatchDog (  )  [virtual]

Method for setting internal data if the watchdog procedure is started.

Implements Ipopt::BacktrackingLSAcceptor.

virtual void Ipopt::PenaltyLSAcceptor::StopWatchDog (  )  [virtual]

Method for setting internal data if the watchdog procedure is stopped.

Implements Ipopt::BacktrackingLSAcceptor.

bool Ipopt::PenaltyLSAcceptor::IsAcceptableToCurrentIterate ( Number  trial_barr,
Number  trial_theta,
bool  called_from_restoration = false 
) const

Checks if a trial point is acceptable to the current iterate.

bool Ipopt::PenaltyLSAcceptor::IsAcceptableToCurrentFilter ( Number  trial_barr,
Number  trial_theta 
) const

Checks if a trial point is acceptable to the current filter.

static void Ipopt::PenaltyLSAcceptor::RegisterOptions ( SmartPtr< RegisteredOptions roptions  )  [static]

Methods for OptionsList.

Reimplemented from Ipopt::BacktrackingLSAcceptor.

void Ipopt::PenaltyLSAcceptor::operator= ( const PenaltyLSAcceptor  )  [private]

Overloaded Equals Operator.

Reimplemented from Ipopt::BacktrackingLSAcceptor.

Number Ipopt::PenaltyLSAcceptor::CalcPred ( Number  alpha  )  [private]

Compute predicted reduction for given step size.

static bool Ipopt::PenaltyLSAcceptor::Compare_le ( Number  lhs,
Number  rhs,
Number  BasVal 
) [static, private]

Check comparison "lhs <= rhs", using machine precision based on BasVal.


Member Data Documentation

Initial value of penalty parameter.

Definition at line 156 of file IpPenaltyLSAcceptor.hpp.

Incrememt for penalty parameter.

Definition at line 158 of file IpPenaltyLSAcceptor.hpp.

$ \eta_{\varphi} $

Definition at line 160 of file IpPenaltyLSAcceptor.hpp.

$ \rho $

Definition at line 162 of file IpPenaltyLSAcceptor.hpp.

Maximal number of second order correction steps.

Definition at line 164 of file IpPenaltyLSAcceptor.hpp.

Required reduction in constraint violation before trying multiple second order correction steps $ \kappa_{soc}$.

Definition at line 168 of file IpPenaltyLSAcceptor.hpp.

Constraint violation at the point with respect to which progress is to be made.

Definition at line 175 of file IpPenaltyLSAcceptor.hpp.

Barrier objective function at the point with respect to which progress is to be made.

Definition at line 178 of file IpPenaltyLSAcceptor.hpp.

Barrier gradient transpose search direction at the point with respect to which progress is to be made.

Definition at line 181 of file IpPenaltyLSAcceptor.hpp.

Two-sided product of search direction with complete Hessian.

Definition at line 183 of file IpPenaltyLSAcceptor.hpp.

Product of Jacobian of equality constraint with x direction.

Definition at line 185 of file IpPenaltyLSAcceptor.hpp.

Product of Jacobian of (d-s) constraint with search direction.

Definition at line 187 of file IpPenaltyLSAcceptor.hpp.

Reference predicted reduction.

If positive, then it is used in watch dog.

Definition at line 190 of file IpPenaltyLSAcceptor.hpp.

Constraint violation at reference point.

Definition at line 192 of file IpPenaltyLSAcceptor.hpp.

Barrier objective function at reference point.

Definition at line 194 of file IpPenaltyLSAcceptor.hpp.

Predicted reduction to be compared with in watch dog.

Definition at line 196 of file IpPenaltyLSAcceptor.hpp.

Current value of the penalty parameter.

Definition at line 202 of file IpPenaltyLSAcceptor.hpp.

Value of penalty parameter at beginning of the iteration.

Definition at line 204 of file IpPenaltyLSAcceptor.hpp.

Definition at line 209 of file IpPenaltyLSAcceptor.hpp.


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

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