/usr/include/ITK-4.5/itkBSplineDeformableTransform.h is in libinsighttoolkit4-dev 4.5.0-3.
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*
* Copyright Insight Software Consortium
*
* 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 __itkBSplineDeformableTransform_h
#define __itkBSplineDeformableTransform_h
#include "itkConfigure.h" // Needed to determine value of ITKV3_COMPATIBILITY
#include "itkBSplineBaseTransform.h"
namespace itk
{
/** \class BSplineDeformableTransform
*
* \brief Deformable transform using a BSpline representation
*
* \note BSplineTransform is a newer version of this class, and it is
* preferred.
*
* This class encapsulates a deformable transform of points from one
* N-dimensional space to another N-dimensional space.
* The deformation field is modelled using B-splines.
* A deformation is defined on a sparse regular grid of control points
* \f$ \vec{\lambda}_j \f$ and is varied by defining a deformation
* \f$ \vec{g}(\vec{\lambda}_j) \f$ of each control point.
* The deformation \f$ D(\vec{x}) \f$ at any point \f$ \vec{x} \f$
* is obtained by using a B-spline interpolation kernel.
*
* The deformation field grid is defined by a user specified GridRegion,
* GridSpacing and GridOrigin. Each grid/control point has associated with it
* N deformation coefficients \f$ \vec{\delta}_j \f$, representing the N
* directional components of the deformation. Deformation outside the grid
* plus support region for the BSpline interpolation is assumed to be zero.
*
* Additionally, the user can specified an addition bulk transform \f$ B \f$
* such that the transformed point is given by:
* \f[ \vec{y} = B(\vec{x}) + D(\vec{x}) \f]
*
* The parameters for this transform is an N x N-D grid of spline coefficients.
* The user specifies the parameters as one flat array: each N-D grid
* is represented by an array in the same way an N-D image is represented
* in the buffer; the N arrays are then concatentated together on form
* a single array.
*
* For efficiency, this transform does not make a copy of the parameters.
* It only keeps a pointer to the input parameters and assumes that the memory
* is managed by the caller.
*
* The following illustrates the typical usage of this class:
* \verbatim
* typedef BSplineDeformableTransform<double,2,3> TransformType;
* TransformType::Pointer transform = TransformType::New();
*
* transform->SetGridRegion( region );
* transform->SetGridSpacing( spacing );
* transform->SetGridOrigin( origin );
*
* // NB: the region must be set first before setting the parameters
*
* TransformType::ParametersType parameters(
* transform->GetNumberOfParameters() );
*
* // Fill the parameters with values
*
* transform->SetParameters( parameters )
*
* outputPoint = transform->TransformPoint( inputPoint );
*
* \endverbatim
*
* An alternative way to set the B-spline coefficients is via array of
* images. The grid region, spacing and origin information is taken
* directly from the first image. It is assumed that the subsequent images
* are the same buffered region. The following illustrates the API:
* \verbatim
*
* TransformType::ImageConstPointer images[2];
*
* // Fill the images up with values
*
* transform->SetCoefficientImages( images );
* outputPoint = transform->TransformPoint( inputPoint );
*
* \endverbatim
*
* Warning: use either the SetParameters() or SetCoefficientImages()
* API. Mixing the two modes may results in unexpected results.
*
* The class is templated coordinate representation type (float or double),
* the space dimension and the spline order.
*
* \ingroup ITKTransform
*
* \sa BSplineTransform
*
* \wiki
* \wikiexample{Registration/ImageRegistrationMethodBSpline,A global registration of two images}
* \endwiki
*/
template <typename TScalar = double, unsigned int NDimensions = 3,
unsigned int VSplineOrder = 3>
class BSplineDeformableTransform :
public BSplineBaseTransform<TScalar,NDimensions,VSplineOrder>
{
public:
/** Standard class typedefs. */
typedef BSplineDeformableTransform Self;
typedef BSplineBaseTransform<TScalar,NDimensions,VSplineOrder> Superclass;
typedef SmartPointer<Self> Pointer;
typedef SmartPointer<const Self> ConstPointer;
/** New macro for creation of through the object factory. */
// Explicit New() method, used here because we need to split the itkNewMacro()
// in order to overload the CreateAnother() method so that we can copy the m_BulkTransform
// explicitly.
// TODO: shouldn't it be done with the Clone() method?
itkSimpleNewMacro(Self);
virtual ::itk::LightObject::Pointer CreateAnother(void) const
{
::itk::LightObject::Pointer smartPtr;
Pointer copyPtr = Self::New().GetPointer();
//THE FOLLOWING LINE IS DIFFERENT FROM THE DEFAULT MACRO!
copyPtr->m_BulkTransform = this->GetBulkTransform();
smartPtr = static_cast<Pointer>( copyPtr );
return smartPtr;
}
/** implement type-specific clone method*/
itkCloneMacro(Self);
/** Run-time type information (and related methods). */
itkTypeMacro( BSplineDeformableTransform, BSplineBaseTransform );
/** Dimension of the domain space. */
itkStaticConstMacro( SpaceDimension, unsigned int, NDimensions );
/** The BSpline order. */
itkStaticConstMacro( SplineOrder, unsigned int, VSplineOrder );
/** Standard scalar type for this class. */
typedef typename Superclass::ScalarType ScalarType;
/** Standard parameters container. */
typedef typename Superclass::ParametersType ParametersType;
/** Standard Jacobian container. */
typedef typename Superclass::JacobianType JacobianType;
/** The number of parameters defininig this transform. */
typedef typename Superclass::NumberOfParametersType NumberOfParametersType;
/** Standard vector type for this class. */
typedef typename Superclass::InputVectorType InputVectorType;
typedef typename Superclass::OutputVectorType OutputVectorType;
/** Standard covariant vector type for this class. */
typedef typename Superclass::InputCovariantVectorType InputCovariantVectorType;
typedef typename Superclass::OutputCovariantVectorType OutputCovariantVectorType;
/** Standard vnl_vector type for this class. */
typedef typename Superclass::InputVnlVectorType InputVnlVectorType;
typedef typename Superclass::OutputVnlVectorType OutputVnlVectorType;
/** Standard coordinate point type for this class. */
typedef Point <TScalar, itkGetStaticConstMacro( SpaceDimension )> InputPointType;
typedef Point <TScalar, itkGetStaticConstMacro( SpaceDimension )> OutputPointType;
/** This method sets the fixed parameters of the transform.
* For a BSpline deformation transform, the parameters are the following:
* Grid Size, Grid Origin, and Grid Spacing
*
* The fixed parameters are the three times the size of the templated
* dimensions.
* This function has the effect of make the following calls:
* transform->SetGridSpacing( spacing );
* transform->SetGridOrigin( origin );
* transform->SetGridDirection( direction );
* transform->SetGridRegion( bsplineRegion );
*
* This function was added to allow the transform to work with the
* itkTransformReader/Writer I/O filters.
*
*/
virtual void SetFixedParameters( const ParametersType & parameters );
/** Parameters as SpaceDimension number of images. */
typedef typename Superclass::ParametersValueType ParametersValueType;
typedef typename Superclass::ImageType ImageType;
typedef typename Superclass::ImagePointer ImagePointer;
typedef typename Superclass::CoefficientImageArray CoefficientImageArray;
/** Set the array of coefficient images.
*
* This is an alternative API for setting the BSpline coefficients
* as an array of SpaceDimension images. The fixed parameters are
* taken from the first image. It is assumed that
* the buffered region of all the subsequent images are the same
* as the first image. Note that no error checking is done.
*
* Warning: use either the SetParameters() or SetCoefficientImages()
* API. Mixing the two modes may results in unexpected results.
*/
virtual void SetCoefficientImages( const CoefficientImageArray & images );
#ifdef ITKV3_COMPATIBILITY
virtual void SetCoefficientImage( const CoefficientImageArray & images )
{
this->SetCoefficientImages( images );
}
/* Only for backwards compatibility with ITKv3. */
CoefficientImageArray GetCoefficientImage()
{
return this->GetCoefficientImages();
}
#endif
/** Typedefs for specifying the extent of the grid. */
typedef typename Superclass::RegionType RegionType;
typedef typename Superclass::IndexType IndexType;
typedef typename Superclass::SizeType SizeType;
typedef typename Superclass::SpacingType SpacingType;
typedef typename Superclass::DirectionType DirectionType;
typedef typename Superclass::OriginType OriginType;
/** Interpolation weights function type. */
typedef typename Superclass::WeightsFunctionType WeightsFunctionType;
typedef typename Superclass::WeightsType WeightsType;
typedef typename Superclass::ContinuousIndexType ContinuousIndexType;
/** Parameter index array type. */
typedef typename Superclass::ParameterIndexArrayType ParameterIndexArrayType;
/**
* Transform points by a BSpline deformable transformation.
* On return, weights contains the interpolation weights used to compute the
* deformation and indices of the x (zeroth) dimension coefficient parameters
* in the support region used to compute the deformation.
* Parameter indices for the i-th dimension can be obtained by adding
* ( i * this->GetNumberOfParametersPerDimension() ) to the indices array.
*/
using Superclass::TransformPoint;
virtual void TransformPoint( const InputPointType & inputPoint, OutputPointType & outputPoint,
WeightsType & weights, ParameterIndexArrayType & indices, bool & inside ) const;
virtual void ComputeJacobianWithRespectToParameters( const InputPointType &, JacobianType & ) const;
/** Return the number of parameters that completely define the Transfom */
virtual NumberOfParametersType GetNumberOfParameters() const;
/** Return the number of parameters per dimension */
NumberOfParametersType GetNumberOfParametersPerDimension() const;
typedef typename Superclass::SpacingType PhysicalDimensionsType;
typedef typename Superclass::PixelType PixelType;
typedef typename Superclass::MeshSizeType MeshSizeType;
/** Function to specify the transform domain origin. */
virtual void SetGridOrigin( const OriginType & );
/** Function to retrieve the transform domain origin. */
itkGetConstMacro( GridOrigin, OriginType );
/** This method specifies the grid spacing or resolution. */
virtual void SetGridSpacing( const SpacingType & );
/** This method retrieve the grid spacing or resolution. */
itkGetConstMacro( GridSpacing, SpacingType );
/** Function to specify the transform domain direction. */
virtual void SetGridDirection( const DirectionType & );
/** Function to retrieve the transform domain direction. */
itkGetConstMacro( GridDirection, DirectionType );
/** Function to specify the transform domain mesh size. */
virtual void SetGridRegion( const RegionType & );
/** Function to retrieve the transform domain mesh size. */
itkGetConstMacro( GridRegion, RegionType );
typedef Transform<ScalarType, itkGetStaticConstMacro(SpaceDimension),
itkGetStaticConstMacro(SpaceDimension)> BulkTransformType;
typedef typename BulkTransformType::ConstPointer BulkTransformPointer;
/** This method specifies the bulk transform to be applied.
* The default is the identity transform.
*/
itkSetConstObjectMacro(BulkTransform, BulkTransformType);
itkGetConstObjectMacro(BulkTransform, BulkTransformType);
/** Return the region of the grid wholly within the support region */
itkGetConstReferenceMacro(ValidRegion, RegionType);
protected:
/** Print contents of an BSplineDeformableTransform. */
void PrintSelf( std::ostream & os, Indent indent ) const;
BSplineDeformableTransform();
virtual ~BSplineDeformableTransform();
private:
/** Construct control point grid size from transform domain information */
virtual void SetFixedParametersGridSizeFromTransformDomainInformation() const;
/** Construct control point grid origin from transform domain information */
virtual void SetFixedParametersGridOriginFromTransformDomainInformation() const;
/** Construct control point grid spacing from transform domain information */
virtual void SetFixedParametersGridSpacingFromTransformDomainInformation() const;
/** Construct control point grid direction from transform domain information */
virtual void SetFixedParametersGridDirectionFromTransformDomainInformation() const;
/** Construct control point grid size from transform domain information */
virtual void SetCoefficientImageInformationFromFixedParameters();
BSplineDeformableTransform( const Self & ); // purposely not implemented
void operator=( const Self & ); // purposely not implemented
/** Check if a continuous index is inside the valid region. */
virtual bool InsideValidRegion( ContinuousIndexType & ) const;
/** The variables defining the coefficient grid domain for the
* InternalParametersBuffer are taken from the m_CoefficientImages[0]
* image, and must be kept in sync with them. by using
* references to that instance, this is more naturally enforced
* and does not introduce a speed penalty of dereferencing
* through the pointers (although it does enforce some
* internal class synchronization).
*/
const RegionType & m_GridRegion;
const OriginType & m_GridOrigin;
const SpacingType & m_GridSpacing;
const DirectionType & m_GridDirection;
/** The bulk transform. */
BulkTransformPointer m_BulkTransform;
RegionType m_ValidRegion;
/** Variables defining the interpolation support region. */
unsigned long m_Offset;
bool m_SplineOrderOdd;
IndexType m_ValidRegionLast;
IndexType m_ValidRegionFirst;
void UpdateValidGridRegion();
}; // class BSplineDeformableTransform
} // namespace itk
#ifndef ITK_MANUAL_INSTANTIATION
#include "itkBSplineDeformableTransform.hxx"
#endif
#endif /* __itkBSplineDeformableTransform_h */
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