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Slice and BlockwiseWell-Composed Sets
2007
6th IEEE/ACIS International Conference on Computer and Information Science (ICIS 2007)
An infinite or closed continuous surface partitions space R 2 or R 3 into two disjoint sub-spaces, an "inside" and an "outside". Notions of voxel set separability describe an analogous partitioning of discrete space Z 2 or Z 3 by a surface voxelisation. Similar concepts, 2D and 3D well-composed sets, define the manifold nature of the boundary between a voxel set and its complement embedded in R 2 or R 3 . Cohen-Or and Kaufman [1] define separating sets and present theorems for slicewise
doi:10.1109/icis.2007.166
dblp:conf/ACISicis/Domanski07
fatcat:kjpicd6yhva5xcm5i6ufyluiey