#include <itkPlaneSpatialObject.h>
Inheritance diagram for itk::PlaneSpatialObject< TDimension >:


Public Types | |
| typedef PlaneSpatialObject | Self |
| typedef double | ScalarType |
| typedef SmartPointer< Self > | Pointer |
| typedef SmartPointer< const Self > | ConstPointer |
| typedef SpatialObject< TDimension > | Superclass |
| typedef SmartPointer< Superclass > | SuperclassPointer |
| typedef Superclass::PointType | PointType |
| typedef Superclass::TransformType | TransformType |
| typedef VectorContainer< unsigned long, PointType > | PointContainerType |
| typedef SmartPointer< PointContainerType > | PointContainerPointer |
| typedef Superclass::BoundingBoxType | BoundingBoxType |
Public Member Functions | |
| itkStaticConstMacro (NumberOfDimension, unsigned int, TDimension) | |
| virtual const char * | GetNameOfClass () const |
| virtual bool | ValueAt (const PointType &point, double &value, unsigned int depth=0, char *name=NULL) const |
| virtual bool | IsEvaluableAt (const PointType &point, unsigned int depth=0, char *name=NULL) const |
| virtual bool | IsInside (const PointType &point, unsigned int depth, char *name) const |
| virtual bool | IsInside (const PointType &point) const |
| virtual bool | ComputeLocalBoundingBox () const |
| virtual void | SetLowerPoint (PointType _arg) |
| virtual void | SetUpperPoint (PointType _arg) |
| virtual PointType | GetLowerPoint () |
| virtual PointType | GetUpperPoint () |
Static Public Member Functions | |
| Pointer | New () |
Protected Member Functions | |
| PlaneSpatialObject (void) | |
| ~PlaneSpatialObject (void) | |
| virtual void | PrintSelf (std::ostream &os, Indent indent) const |
Protected Attributes | |
| PointType | m_LowerPoint |
| PointType | m_UpperPoint |
Definition at line 34 of file itkPlaneSpatialObject.h.
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Reimplemented from itk::SpatialObject< TDimension >. Definition at line 51 of file itkPlaneSpatialObject.h. |
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Reimplemented from itk::SpatialObject< TDimension >. Definition at line 44 of file itkPlaneSpatialObject.h. |
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Definition at line 50 of file itkPlaneSpatialObject.h. |
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Definition at line 49 of file itkPlaneSpatialObject.h. |
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Reimplemented from itk::SpatialObject< TDimension >. Definition at line 43 of file itkPlaneSpatialObject.h. |
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Reimplemented from itk::SpatialObject< TDimension >. Definition at line 47 of file itkPlaneSpatialObject.h. |
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Reimplemented from itk::SpatialObject< TDimension >. Definition at line 42 of file itkPlaneSpatialObject.h. |
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Standard typedefs Reimplemented from itk::SpatialObject< TDimension >. Definition at line 41 of file itkPlaneSpatialObject.h. |
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Reimplemented from itk::SpatialObject< TDimension >. Definition at line 45 of file itkPlaneSpatialObject.h. |
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Definition at line 46 of file itkPlaneSpatialObject.h. |
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Reimplemented from itk::SpatialObject< TDimension >. Definition at line 48 of file itkPlaneSpatialObject.h. |
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provide a method to get the boundaries of a specific object. Basically, this function need to be called every time one of the object component is changed. Reimplemented from itk::SpatialObject< TDimension >. |
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Run-time type information (and related methods). Reimplemented from itk::SpatialObject< TDimension >. |
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return ture if the object provides a method to evaluate the value at the specified point, else otherwise. Reimplemented from itk::SpatialObject< TDimension >. |
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Test whether a point is inside or outside the object For computational speed purposes, it is faster if the method does not check the name of the class and the current depth |
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Test whether a point is inside or outside the object Reimplemented from itk::SpatialObject< TDimension >. |
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Method for creation through the object factory. Reimplemented from itk::SpatialObject< TDimension >. |
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Print the object informations in a stream. Reimplemented from itk::SpatialObject< TDimension >. |
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Returns a degree of membership to the object. That's useful for fuzzy objects. Reimplemented from itk::SpatialObject< TDimension >. |
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Definition at line 94 of file itkPlaneSpatialObject.h. |
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Definition at line 95 of file itkPlaneSpatialObject.h. |
1.3.5 written by Dimitri van Heesch,
© 1997-2000