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Border Map: A Topological Representation for $n$D Image Analysis
Acte de colloque   Open Access

Border Map: A Topological Representation for $n$D Image Analysis

Yves Bertrand, Christophe Fiorio et Yann Pennaneach
8th International Conference on Discrete Geometry for Computer Imagery, Vol.LNCS(1568), pp.242-257
DGCI: Discrete Geometry for Computer Imagery (Marne-la-Vallée, France, 17/03/1999–19/03/1999)
1999
DOI: https://doi.org/10.1007/3-540-49126-0_19

Résumé

Generalized maps Combinatorial maps Topology Adjacency graph Image modeling
This article presents an algorithm computing a border map of an image that generalizes to the n dimension graph structures used in image analysis. Such a map represents simple and multiple adjacencies, inclusion of regions, as well as the frontier type between two adjacent regions. An algorithm computing a border map, linear to the number of elements of an image, is defined in 2D, then generalized in 3D and in nD.

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