
Well-Composedness and the Topological Repairing of 2-D and 3-D Digital Images
Please use this identifier to cite or link to this publication: http://hdl.handle.net/1926/470 |
Published in The Insight Journal - 2007 January - June.
Submitted by Nick Tustison on 12-23-2007.
In an earlier submission, we considered 2-D and 3-D digital binary images topologically characterized by their well-composedness. Well-composed images exhibit important topological and geometrical properties not shared by their ill-composed counterparts. These properties have important implications for various algorithms used by the ITK community such as thinning algorithms and Marching Cubes.
A natural follow-up inquiry to our original submission concerns the possible extension of the binary algorithm to accommodate images with multiple labels. In this paper, we describe such a generalization of our previous submission which also subsumes the binary approach. For completeness and clarity of exposition, we develop the idea of well-composedness within the binary image context and later generalize the discussion to include those images with multiple labels.
A natural follow-up inquiry to our original submission concerns the possible extension of the binary algorithm to accommodate images with multiple labels. In this paper, we describe such a generalization of our previous submission which also subsumes the binary approach. For completeness and clarity of exposition, we develop the idea of well-composedness within the binary image context and later generalize the discussion to include those images with multiple labels.
Data
Code
Reviews
Quick Comments
Resources
![]() |
|
Download All |
Statistics more
![]() |
|
Global rating: | ![]() ![]() ![]() ![]() ![]() |
Review rating: | ![]() ![]() ![]() ![]() ![]() |
Code rating: | |
Paper Quality: |
![]() ![]() |
Information more
![]() |
|
Keywords: | digital images, digital topology, well-composedness |
Export citation: |
Share
![]() |
Linked Publications more
![]() |
||
![]() by Bertelsen A., Borro D.
|
||
![]() by Commandeur F., Velut J., Acosta O.
|
View license
Loading license...
Send a message to the author
