File: elxSimultaneousPerturbation.h

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/*=========================================================================
 *
 *  Copyright UMC Utrecht and contributors
 *
 *  Licensed under the Apache License, Version 2.0 (the "License");
 *  you may not use this file except in compliance with the License.
 *  You may obtain a copy of the License at
 *
 *        http://www.apache.org/licenses/LICENSE-2.0.txt
 *
 *  Unless required by applicable law or agreed to in writing, software
 *  distributed under the License is distributed on an "AS IS" BASIS,
 *  WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
 *  See the License for the specific language governing permissions and
 *  limitations under the License.
 *
 *=========================================================================*/
#ifndef elxSimultaneousPerturbation_h
#define elxSimultaneousPerturbation_h

#include "elxIncludes.h" // include first to avoid MSVS warning
#include "itkSPSAOptimizer.h"

namespace elastix
{

/**
 * \class SimultaneousPerturbation
 * \brief An optimizer based on the itk::SPSAOptimizer.
 *
 * The ITK doxygen help gives more information about this optimizer.
 *
 * This optimizer supports the NewSamplesEveryIteration parameter.
 *
 * The parameters used in this class are:
 * \parameter Optimizer: Select this optimizer as follows:\n
 *    <tt>(Optimizer "SimultaneousPerturbation")</tt>
 * \parameter MaximumNumberOfIterations: The maximum number of iterations in each resolution. \n
 *    example: <tt>(MaximumNumberOfIterations 100 100 50)</tt> \n
 *    Default value: 500.
 * \parameter NumberOfPerturbations: The number of perturbation used to
 *    construct a gradient estimate \f$g_k\f$. \n
 *    \f$q =\f$ NumberOfPerturbations \n
 *    \f$g_k = 1/q \sum_{j = 1..q} g^(j)_k\f$ \n
 *    This parameter can be defined for each resolution. \n
 *    example: <tt>(NumberOfPerturbations 1 1 2)</tt> \n
 *    Default value: 1.
 * \parameter SP_a: The gain \f$a(k)\f$ at each iteration \f$k\f$ is defined by \n
 *   \f$a(k) =  SP\_a / (SP\_A + k + 1)^{SP\_alpha}\f$. \n
 *   SP_a can be defined for each resolution. \n
 *   example: <tt>(SP_a 3200.0 3200.0 1600.0)</tt> \n
 *   The default value is 400.0. Tuning this variable for you specific problem is recommended.
 * \parameter SP_A: The gain \f$a(k)\f$ at each iteration \f$k\f$ is defined by \n
 *   \f$a(k) =  SP\_a / (SP\_A + k + 1)^{SP\_alpha}\f$. \n
 *   SP_A can be defined for each resolution. \n
 *   example: <tt>(SP_A 50.0 50.0 100.0)</tt> \n
 *   The default/recommended value is 50.0.
 * \parameter SP_alpha: The gain \f$a(k)\f$ at each iteration \f$k\f$ is defined by \n
 *   \f$a(k) =  SP\_a / (SP\_A + k + 1)^{SP\_alpha}\f$. \n
 *   SP_alpha can be defined for each resolution. \n
 *   example: <tt>(SP_alpha 0.602 0.602 0.602)</tt> \n
 *   The default/recommended value is 0.602.
 * \parameter SP_c: The perturbation step size \f$c(k)\f$ at each iteration \f$k\f$ is defined by \n
 *   \f$c(k) =  SP\_c / ( k + 1)^{SP\_gamma}\f$. \n
 *   SP_c can be defined for each resolution. \n
 *   example: <tt>(SP_c 2.0 1.0 1.0)</tt> \n
 *   The default value is 1.0.
 * \parameter SP_gamma: The perturbation step size \f$c(k)\f$ at each iteration \f$k\f$ is defined by \n
 *   \f$c(k) =  SP\_c / ( k + 1)^{SP\_gamma}\f$. \n
 *   SP_gamma can be defined for each resolution. \n
 *   example: <tt>(SP_gamma 0.101 0.101 0.101)</tt> \n
 *   The default/recommended value is 0.101.
 * \parameter ShowMetricValues: Defines whether to compute/show the metric value in each iteration. \n
 *   This flag can NOT be defined for each resolution. \n
 *   example: <tt>(ShowMetricValues "true" )</tt> \n
 *   Default value: "false". Note that turning this flag on increases computation time.
 *
 *
 * \ingroup Optimizers
 */

template <class TElastix>
class ITK_TEMPLATE_EXPORT SimultaneousPerturbation
  : public itk::SPSAOptimizer
  , public OptimizerBase<TElastix>
{
public:
  ITK_DISALLOW_COPY_AND_MOVE(SimultaneousPerturbation);

  /** Standard ITK.*/
  using Self = SimultaneousPerturbation;
  using Superclass1 = SPSAOptimizer;
  using Superclass2 = OptimizerBase<TElastix>;
  using Pointer = itk::SmartPointer<Self>;
  using ConstPointer = itk::SmartPointer<const Self>;

  /** Method for creation through the object factory. */
  itkNewMacro(Self);

  /** Run-time type information (and related methods). */
  itkTypeMacro(SimultaneousPerturbation, SPSAOptimizer);

  /** Name of this class.
   * Use this name in the parameter file to select this specific optimizer. \n
   * example: <tt>(Optimizer "SimultaneousPerturbation")</tt>\n
   */
  elxClassNameMacro("SimultaneousPerturbation");

  /** Typedef's inherited from Superclass1.*/
  using Superclass1::CostFunctionType;
  using Superclass1::CostFunctionPointer;

  /** Typedef's inherited from Elastix.*/
  using typename Superclass2::ElastixType;
  using typename Superclass2::RegistrationType;
  using ITKBaseType = typename Superclass2::ITKBaseType;

  /** Typedef for the ParametersType. */
  using typename Superclass1::ParametersType;

  /** Methods that take care of setting parameters and printing progress information.*/
  void
  BeforeRegistration() override;

  void
  BeforeEachResolution() override;

  void
  AfterEachResolution() override;

  void
  AfterEachIteration() override;

  void
  AfterRegistration() override;

  /** Override the SetInitialPosition.
   * Override the implementation in itkOptimizer.h, to
   * ensure that the scales array and the parameters
   * array have the same size. */
  void
  SetInitialPosition(const ParametersType & param) override;

protected:
  SimultaneousPerturbation();
  ~SimultaneousPerturbation() override = default;

  bool m_ShowMetricValues;

private:
  elxOverrideGetSelfMacro;
};

} // end namespace elastix

#ifndef ITK_MANUAL_INSTANTIATION
#  include "elxSimultaneousPerturbation.hxx"
#endif

#endif // end #ifndef elxSimultaneousPerturbation_h