ITK/Release 4/Enhancing Image Registration Framework/Proposal for Revised Framework/Composite Transform: Difference between revisions
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Daviddoria (talk | contribs) m (moved ITK Release 4/Enhancing Image Registration Framework/Proposal for Revised Framework/Composite Transform to ITK/Release 4/Enhancing Image Registration Framework/Proposal for Revised Framework/Composite Transform) |
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** Deriving from TransformBase (non-templated) | ** Deriving from TransformBase (non-templated) | ||
** Contain a list of pointers to TransformBase | ** Contain a list of pointers to TransformBase | ||
** Enable the use of mixed dimensionalities ? (e.g. Perspective Transform) | |||
= IO = | = IO = | ||
| Line 10: | Line 11: | ||
* The TransformFileReader and TransformFileWriter must be modified to manage composite transform. | * The TransformFileReader and TransformFileWriter must be modified to manage composite transform. | ||
== Writing == | |||
* The TransformFileWriter can dynamic_cast to CompositeTransform | |||
** Then extract its internal transforms | |||
== Reading == | |||
* The TransformFileReader will create the CompositeTransform directly by using the standard Factories. | |||
* Conditional code will deal with reading the N Transform components. | |||
= Changes = | = Changes = | ||
Latest revision as of 16:01, 9 December 2011
Overview
- CompositeTransform abstracts a concatenation of transform
- Deriving from TransformBase (non-templated)
- Contain a list of pointers to TransformBase
- Enable the use of mixed dimensionalities ? (e.g. Perspective Transform)
IO
- The TransformFileReader and TransformFileWriter must be modified to manage composite transform.
Writing
- The TransformFileWriter can dynamic_cast to CompositeTransform
- Then extract its internal transforms
Reading
- The TransformFileReader will create the CompositeTransform directly by using the standard Factories.
- Conditional code will deal with reading the N Transform components.
Changes
- Refactor GetJacobians() to manage sparse matrices OR
- Make them obsolete and add to the Transforms the method that provide the service of mapping a point through the Jacobian on the transform. In this way they don't have to be represented explicitly.
