Geometrical Problems of Image Processing: Proceedings of the 5th Workshop Held in Georgenthal, March 11-15, 1991, Volume 5Ulrich Eckhardt Proceedings of the Fifth Workshop on Geometrical Problems of Image Processing held March 1991, in Georgenthal, Germany. Papers discuss geometric models for computer vision, image processing, general topology, lattice point theory, and stereology. No index. Annotation copyright by Book News, Inc., Portland, OR |
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Page 15
... cycle is an ordered sequence of connected vertices , C ( vo , V1 , ......... , Vn ) ; V ; € V , i = 0 , ... , N , ( Vi , Vi + 1 ) E E ; i = 0 , ......... , n − 1 , with the first and the last vertex being the same , vo v2 . A primitive ...
... cycle is an ordered sequence of connected vertices , C ( vo , V1 , ......... , Vn ) ; V ; € V , i = 0 , ... , N , ( Vi , Vi + 1 ) E E ; i = 0 , ......... , n − 1 , with the first and the last vertex being the same , vo v2 . A primitive ...
Page 16
... primitive cycle C CV corresponding to ƒ has " : val ( f ) : = card { FV ( v ) | v € C } . Note that the valence of a ... primitive cycle C constructed in the proof of Theorem 1 contains vertices of all n different receptive fields ...
... primitive cycle C CV corresponding to ƒ has " : val ( f ) : = card { FV ( v ) | v € C } . Note that the valence of a ... primitive cycle C constructed in the proof of Theorem 1 contains vertices of all n different receptive fields ...
Page 20
... primitive cycle C = ( f1 , f2 , ƒ3 , fa , fs , f6 ) in G3 . If v does not survive , v & V , then two opposite faces of C , survive , fi , fi + 3 € F's for some i € { 1,2,3 } , and the remaining FV ( fi + 1 ) four non - surviving faces ...
... primitive cycle C = ( f1 , f2 , ƒ3 , fa , fs , f6 ) in G3 . If v does not survive , v & V , then two opposite faces of C , survive , fi , fi + 3 € F's for some i € { 1,2,3 } , and the remaining FV ( fi + 1 ) four non - surviving faces ...
Contents
122 | 72 |
Minimal watchman graphs | 126 |
On estimation of pair corellation functions | 147 |
Copyright | |
2 other sections not shown
Common terms and phrases
3D objects ACM Symp adjacency algorithm applications binary images bintree boundary bounded cells characterized chord length Computational Geometry computer vision connected components construction contains convex hull correlation function corresponding decimation defined denote digital geometry digital image digital topology dihedral angle discrete dual graph edges elements estimator Euclidean example face f Figure finite Geom given graph G grid hyperimage IEEE image analysis Image Processing integer intersection iso-lines labyrinth lattice Lect linear mapping Math mathematical morphology models n-dimensional neighbors nodes Notes Computer Sci optical pair correlation function parallel picture processing pixels planar plane PQRS primitive cycle problem Proc projection properties pyramid random receptive fields regions relations sampling segments sequence simple polygon space spatial square of type step stochastic subset surface sweeping-plane Theorem theory topological spaces topology values vertex vertices Voronoi diagrams VORONOI tessellation voxel