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itk::Vector< T, NVectorDimension > Class Template Reference
[Geometry Representation ObjectsData Representation Objects]

A templated class holding a n-Dimensional vector. More...

#include <itkVector.h>

Inheritance diagram for itk::Vector:

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Collaboration diagram for itk::Vector< T, NVectorDimension >:

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List of all members.

Public Types

typedef Vector Self
typedef FixedArray< T, NVectorDimension > Superclass
typedef T ValueType
typedef Self VectorType
typedef FixedArray< T, NVectorDimension > BaseArray

Public Methods

 itkStaticConstMacro (VectorDimension, unsigned int, NVectorDimension)
void Set_vnl_vector (const vnl_vector< T > &)
vnl_vector_ref< T > Get_vnl_vector (void)
vnl_vector< T > Get_vnl_vector (void) const
 Vector ()
 Vector (const ValueType &r)
const Selfoperator *= (const ValueType &value)
const Selfoperator/= (const ValueType &value)
const Selfoperator+= (const Self &vec)
const Selfoperator-= (const Self &vec)
Self operator- () const
Self operator+ (const Self &vec) const
Self operator- (const Self &vec) const
ValueType operator * (const Self &vec) const
Self operator * (const ValueType &val) const
Self operator/ (const ValueType &val) const
ValueType GetNorm (void) const
ValueType GetSquaredNorm (void) const
void Normalize (void)
 Vector (const Self &r)
 Vector (const ValueType r[VectorDimension])
Vector & operator= (const Self &r)
Vector & operator= (const ValueType r[VectorDimension])
bool operator== (const Self &v) const
bool operator!= (const Self &v) const
template<typename TCoordRepB> void CastFrom (const Vector< TCoordRepB, NVectorDimension > &pa)

Static Public Methods

unsigned int GetVectorDimension ()

Detailed Description

template<class T, unsigned int NVectorDimension = 3>
class itk::Vector< T, NVectorDimension >

A templated class holding a n-Dimensional vector.

Vector is a templated class that holds a single vector (i.e., an array of values). Vector can be used as the data type held at each pixel in an Image or at each vertex of an Mesh. The template parameter T can be any data type that behaves like a primitive (or atomic) data type (int, short, float, complex). The NVectorDimension defines the number of components in the vector array.

Vector is not a dynamically extendible array like std::vector. It is intended to be used like a mathematical vector.

If you wish a simpler pixel types, you can use Scalar, which represents a single data value at a pixel. There is also the more complex type ScalarVector, which supports (for a given pixel) a single scalar value plus an array of vector values. (The scalar and vectors can be of different data type.)

See also:
Image , Mesh , Point , CovariantVector , Matrix

Definition at line 56 of file itkVector.h.


Member Typedef Documentation

template<class T, unsigned int NVectorDimension = 3>
typedef FixedArray<T, NVectorDimension> itk::Vector< T, NVectorDimension >::BaseArray
 

The Array type from which this vector is derived.

Definition at line 74 of file itkVector.h.

template<class T, unsigned int NVectorDimension = 3>
typedef Vector itk::Vector< T, NVectorDimension >::Self
 

Standard class typedefs.

Definition at line 60 of file itkVector.h.

template<class T, unsigned int NVectorDimension = 3>
typedef FixedArray<T,NVectorDimension> itk::Vector< T, NVectorDimension >::Superclass
 

Definition at line 61 of file itkVector.h.

template<class T, unsigned int NVectorDimension = 3>
typedef T itk::Vector< T, NVectorDimension >::ValueType
 

ValueType can be used to declare a variable that is the same type as a data element held in an Vector.

Reimplemented from itk::FixedArray< T, NVectorDimension >.

Definition at line 65 of file itkVector.h.

Referenced by itk::Vector< double, VDimension >::operator!=(), and itk::Vector< double, VDimension >::Vector().

template<class T, unsigned int NVectorDimension = 3>
typedef Self itk::Vector< T, NVectorDimension >::VectorType
 

I am a vector type.

Definition at line 71 of file itkVector.h.


Constructor & Destructor Documentation

template<class T, unsigned int NVectorDimension = 3>
itk::Vector< T, NVectorDimension >::Vector   [inline]
 

Default constructor and copy constructors.

Definition at line 90 of file itkVector.h.

template<class T, unsigned int NVectorDimension = 3>
itk::Vector< T, NVectorDimension >::Vector const ValueType   r
 

template<class T, unsigned int NVectorDimension = 3>
itk::Vector< T, NVectorDimension >::Vector const Self   r [inline]
 

Pass-through constructor for the Array base class.

Definition at line 94 of file itkVector.h.

template<class T, unsigned int NVectorDimension = 3>
itk::Vector< T, NVectorDimension >::Vector const ValueType    r[VectorDimension] [inline]
 

Pass-through constructor for the Array base class.

Definition at line 95 of file itkVector.h.


Member Function Documentation

template<class T, unsigned int NVectorDimension = 3>
template<typename TCoordRepB>
void itk::Vector< T, NVectorDimension >::CastFrom const Vector< TCoordRepB, NVectorDimension > &    pa [inline]
 

Copy from another Vector with a different representation type. Casting is done with C-Like rules

Definition at line 159 of file itkVector.h.

template<class T, unsigned int NVectorDimension = 3>
vnl_vector<T> itk::Vector< T, NVectorDimension >::Get_vnl_vector void    const
 

Get a vnl_vector with a copy of the internal memory block.

template<class T, unsigned int NVectorDimension = 3>
vnl_vector_ref<T> itk::Vector< T, NVectorDimension >::Get_vnl_vector void   
 

Get a vnl_vector_ref referencing the same memory block.

template<class T, unsigned int NVectorDimension = 3>
ValueType itk::Vector< T, NVectorDimension >::GetNorm void    const
 

Returns the Euclidean Norm of the vector

template<class T, unsigned int NVectorDimension = 3>
ValueType itk::Vector< T, NVectorDimension >::GetSquaredNorm void    const
 

Returns vector's Squared Euclidean Norm

template<class T, unsigned int NVectorDimension = 3>
unsigned int itk::Vector< T, NVectorDimension >::GetVectorDimension   [inline, static]
 

Get the dimension (size) of the vector.

Definition at line 77 of file itkVector.h.

template<class T, unsigned int NVectorDimension = 3>
itk::Vector< T, NVectorDimension >::itkStaticConstMacro VectorDimension   ,
unsigned    int,
NVectorDimension   
 

Dimension of the vector space.

template<class T, unsigned int NVectorDimension = 3>
void itk::Vector< T, NVectorDimension >::Normalize void   
 

Divides the vector componets by the vector norm

template<class T, unsigned int NVectorDimension = 3>
Self itk::Vector< T, NVectorDimension >::operator * const ValueType   val const
 

Scalar operator *. Scale the elements of a vector by a scalar. Return a new vector.

template<class T, unsigned int NVectorDimension = 3>
ValueType itk::Vector< T, NVectorDimension >::operator * const Self   vec const
 

Vector operator *. Performs the inner product of two vectors. this is also known as the scalar product.

template<class T, unsigned int NVectorDimension = 3>
const Self& itk::Vector< T, NVectorDimension >::operator *= const ValueType   value
 

Scalar operator *=. Scales elements by a scalar.

template<class T, unsigned int NVectorDimension = 3>
bool itk::Vector< T, NVectorDimension >::operator!= const Self   v const [inline]
 

Operators == and != compare a vector component by component. All components must be equal for two vectors to be equal. (Of course compile-time constraints on the template parameters length and type prevent comparisons between vectors of different type and length.)

Definition at line 143 of file itkVector.h.

template<class T, unsigned int NVectorDimension = 3>
Self itk::Vector< T, NVectorDimension >::operator+ const Self   vec const
 

Vector addition. Add two vectors. Return a new vector.

template<class T, unsigned int NVectorDimension = 3>
const Self& itk::Vector< T, NVectorDimension >::operator+= const Self   vec
 

Vector operator+=. Adds a vectors to the current vector.

template<class T, unsigned int NVectorDimension = 3>
Self itk::Vector< T, NVectorDimension >::operator- const Self   vec const
 

Vector subtraction. Subtract two vectors. Return a new vector.

template<class T, unsigned int NVectorDimension = 3>
Self itk::Vector< T, NVectorDimension >::operator-   const
 

Vector negation. Negate all the elements of a vector. Return a new vector

template<class T, unsigned int NVectorDimension = 3>
const Self& itk::Vector< T, NVectorDimension >::operator-= const Self   vec
 

Vector operator-=. Subtracts a vector from a current vector.

template<class T, unsigned int NVectorDimension = 3>
Self itk::Vector< T, NVectorDimension >::operator/ const ValueType   val const
 

Scalar operator/. Scale (divide) the elements of a vector by a scalar. Return a new vector.

template<class T, unsigned int NVectorDimension = 3>
const Self& itk::Vector< T, NVectorDimension >::operator/= const ValueType   value
 

Scalar operator/=. Scales (divides) elements by a scalar.

template<class T, unsigned int NVectorDimension = 3>
Vector& itk::Vector< T, NVectorDimension >::operator= const ValueType    r[VectorDimension]
 

Pass-through assignment operator for the Array base class.

template<class T, unsigned int NVectorDimension = 3>
Vector& itk::Vector< T, NVectorDimension >::operator= const Self   r
 

Pass-through assignment operator for the Array base class.

template<class T, unsigned int NVectorDimension = 3>
bool itk::Vector< T, NVectorDimension >::operator== const Self   v const [inline]
 

Operators == and != compare a vector component by component. All components must be equal for two vectors to be equal. (Of course compile-time constraints on the template parameters length and type prevent comparisons between vectors of different type and length.)

Definition at line 141 of file itkVector.h.

Referenced by itk::Vector< double, VDimension >::operator==().

template<class T, unsigned int NVectorDimension = 3>
void itk::Vector< T, NVectorDimension >::Set_vnl_vector const vnl_vector< T > &   
 

Set a vnl_vector_ref referencing the same memory block.


The documentation for this class was generated from the following file:
Generated at Wed Mar 12 01:21:11 2003 for ITK by doxygen 1.2.15 written by Dimitri van Heesch, © 1997-2000