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- Q4669939 subject Q7217333.
- Q4669939 abstract "In mathematics, an abstract cell complex is an abstract set with Alexandrov topology in which a non-negative integer number called dimension is assigned to each point. The complex is called “abstract” since its points called “cells” are not subsets of a Hausdorff space as it is the case in Euclidean and CW complex. Abstract cell complexes play an important role in image analysis and computer graphics.".
- Q4669939 wikiPageExternalLink www.kovalevsky.de.
- Q4669939 wikiPageWikiLink Q16920337.
- Q4669939 wikiPageWikiLink Q179899.
- Q4669939 wikiPageWikiLink Q18359185.
- Q4669939 wikiPageWikiLink Q189061.
- Q4669939 wikiPageWikiLink Q326908.
- Q4669939 wikiPageWikiLink Q331350.
- Q4669939 wikiPageWikiLink Q3532117.
- Q4669939 wikiPageWikiLink Q4440864.
- Q4669939 wikiPageWikiLink Q4669959.
- Q4669939 wikiPageWikiLink Q474715.
- Q4669939 wikiPageWikiLink Q5276205.
- Q4669939 wikiPageWikiLink Q61828.
- Q4669939 wikiPageWikiLink Q62313.
- Q4669939 wikiPageWikiLink Q7217333.
- Q4669939 wikiPageWikiLink Q7233030.
- Q4669939 wikiPageWikiLink Q7600677.
- Q4669939 wikiPageWikiLink Q860755.
- Q4669939 wikiPageWikiLink Q865746.
- Q4669939 wikiPageWikiLink Q994399.
- Q4669939 comment "In mathematics, an abstract cell complex is an abstract set with Alexandrov topology in which a non-negative integer number called dimension is assigned to each point. The complex is called “abstract” since its points called “cells” are not subsets of a Hausdorff space as it is the case in Euclidean and CW complex. Abstract cell complexes play an important role in image analysis and computer graphics.".
- Q4669939 label "Abstract cell complex".