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Here is Wenjie's implementation of refinement operators for 1-d splines coming from the theory of meshless wavelets.
These are for an approximating, not an interpolating polynomial.
-- JackSnoeyink - 19 Sep 2005
Usage of these Matlab files
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- These Matlab files are developed for multiresolution curve representation and editing based on the wavelet frame theory.
- This is an initial version, say version 1.0.
- More files will be added, and a description about how to use these programs and explanation of the algorithms will be given.
- These are for 1-d case. The 2-d tensor-product version will be added later.
- OneDWavelets.doc: exploration of these MATLAB functions
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| I | Attachment  | Action | Size | Date  | Who | Comment |
|---|---|---|---|---|---|---|
 | OneDWavelets.doc | manage | 46.5 K | 20 Sep 2005 - 14:48 | JackSnoeyink | exploration of these MATLAB functions |
 | pseudoKnot.m | manage | 0.7 K | 20 Sep 2005 - 14:40 | JackSnoeyink | Add a pseudo knot for curve rendering purpose. |
| | singleKnot.m | manage | 0.5 K | 20 Sep 2005 - 14:40 | JackSnoeyink | Handling single knot removal. |
| | Agen.m | manage | 1.7 K | 20 Sep 2005 - 14:39 | JackSnoeyink | Generating decomposition matrix for multiresolution curves |
| | cpRemove.m | manage | 0.7 K | 20 Sep 2005 - 14:39 | JackSnoeyink | Remove one control point at arbitrary position |
| | cubicRefine.m | manage | 1.5 K | 20 Sep 2005 - 14:39 | JackSnoeyink | Do one refinement based on cubic splines. |
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Revisions: | r1.3 | > | r1.2 | > | r1.1 | Total page history | Backlinks
Revisions: | r1.3 | > | r1.2 | > | r1.1 | Total page history | Backlinks