Topological encoding of 3d segmented images
Proceedings of 9th Discrete Geometry for Computer Imagery, Volume 1953, pages 311-324 - December 2000
In this paper we define the 3d topological map and give an optimal algorithm which computes it from a segmented image. This data structure encodes totally all the information given by the segmentation. More, it allows to continue segmentation either algorithmically or interactively. We propose an original approach which uses several levels of maps. This allows us to propose a reasonable and implementable solution where other approaches don't allow suitable solutions. Moreover our solution has been implemented and the theoretical results translate very well in practical applications.
BibTex references
@InProceedings{BDF2000_1357,
}
| author | = {Bertrand, Y. and Damiand, G. and Fiorio, C.}, | |
| title | = {Topological encoding of 3d segmented images.}, | |
| booktitle | = {Proceedings of 9th Discrete Geometry for Computer Imagery}, | |
| series | = {LNCS}, | |
| volume | = {1953}, | |
| pages | = {311-324}, | |
| month | = {December}, | |
| year | = {2000}, | |
| address | = {Uppsala, Sweden}, | |
| url | = {http://www.springerlink.com/link.asp?id=r2fmm57qlnf17ehx}, |