ROL_FletcherObjectiveBase.hpp

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// @HEADER
// *****************************************************************************
//               Rapid Optimization Library (ROL) Package
//
// Copyright 2014 NTESS and the ROL contributors.
// SPDX-License-Identifier: BSD-3-Clause
// *****************************************************************************
// @HEADER
 
#ifndef ROL_FLETCHEROBJECTVEBASE_H
#define ROL_FLETCHEROBJECTVEBASE_H
 
#include "ROL_Objective.hpp"
#include "ROL_Constraint.hpp"
#include "ROL_Types.hpp"
#include "ROL_Ptr.hpp"
#include "ROL_KrylovFactory.hpp"
#include "ROL_PartitionedVector.hpp"
#include "ROL_ScalarController.hpp"
#include <iostream>
 
namespace ROL {
 
template<typename Real>
class FletcherObjectiveBase : public Objective<Real> {
protected:
  const Ptr<Objective<Real>> obj_;
  const Ptr<Constraint<Real>> con_;
 
  Real sigma_;                // penalty parameter
  Real delta_;                // regularization parameter
  Real quadPenaltyParameter_; // augmented Lagrangian penalty parameter
  bool useInexact_;
  int HessianApprox_;
 
  // Evaluation counters
  int nfval_, ngval_, ncval_;
 
  Ptr<ScalarController<Real,int>> fPhi_; // value of penalty function
  Ptr<VectorController<Real,int>> gPhi_; // gradient of penalty function
  Ptr<VectorController<Real,int>> y_;    // multiplier estimate
  Ptr<ScalarController<Real,int>> fval_; // value of objective function
  Ptr<VectorController<Real,int>> g_;    // gradient of objective value
  Ptr<VectorController<Real,int>> c_;    // constraint value
 
  Ptr<Vector<Real>> scaledc_;  // penaltyParameter_ * c_
  Ptr<Vector<Real>> gL_;       // gradient of Lagrangian (g - A*y)
  Ptr<Vector<Real>> gLdual_;   // dual gradient of Lagrangian (g - A*y)
  Ptr<Vector<Real>> xprim_, xdual_, cprim_, cdual_;
 
  Real cnorm_;                 // norm of constraint violation
 
  Real multSolverError_;        // Error from augmented system solve in value()
  Real gradSolveError_;         // Error from augmented system solve in gradient()
 
  // For Augmented system solves
  Ptr<Krylov<Real>> krylov_;
  int iterKrylov_, flagKrylov_;
  Ptr<Vector<Real>> v1_, v2_, b1_, b2_, w1_, w2_;
  Ptr<PartitionedVector<Real>> vv_, bb_, ww_;
 
public:
  FletcherObjectiveBase(const Ptr<Objective<Real>> &obj,
                        const Ptr<Constraint<Real>> &con,
                        const Vector<Real> &xprim,
                        const Vector<Real> &xdual,
                        const Vector<Real> &cprim,
                        const Vector<Real> &cdual,
                        ParameterList &parlist);
 
  virtual void update( const Vector<Real> &x, UpdateType type, int iter = -1 ) override;
 
  // Accessors
  Ptr<const Vector<Real>> getLagrangianGradient(const Vector<Real>& x);
  Ptr<const Vector<Real>> getConstraintVec(const Vector<Real>& x);
  Ptr<const Vector<Real>> getMultiplierVec(const Vector<Real>& x);
  Ptr<const Vector<Real>> getGradient(const Vector<Real>& x);
  Real getObjectiveValue(const Vector<Real>& x);
  int getNumberFunctionEvaluations() const;
  int getNumberGradientEvaluations() const;
  int getNumberConstraintEvaluations() const;
  void reset(Real sigma, Real delta);
 
protected:
  Real objValue(const Vector<Real>& x, Real &tol);
  void objGrad(Vector<Real> &g, const Vector<Real>& x, Real &tol);
  void conValue(Vector<Real> &c, const Vector<Real>&x, Real &tol);
  void computeMultipliers(Vector<Real> &y, Vector<Real> &gL, const Vector<Real> &x, Vector<Real> &g, Vector<Real> &c, Real tol);
  virtual void solveAugmentedSystem(Vector<Real> &v1, Vector<Real> &v2, const Vector<Real> &b1, const Vector<Real> &b2, const Vector<Real> &x, Real &multSolverError_, bool refine) = 0;
 
}; // class FletcherObjectiveBase
 
} // namespace ROL
 
#include "ROL_FletcherObjectiveBase_Def.hpp"
 
#endif