Discrete geometry for computer imagery. 9th international conference, DGCI 2000, Uppsala, Sweden, December 13--15, 2000. Proceedings (Q1589867)

The articles of mathematical interest will be reviewed individually. The preceding conference (8th, 1999) has been reviewed (see Zbl 0911.00044). Indexed articles: \textit{Ayala, Rafael; Domínguez, Eladio; Francés, Angel R.; Quintero, Antonio}, Homotopy in digital spaces, 3-14 [Zbl 1043.68783] \textit{Couprie, Michel; Bertrand, Gilles}, Tesselations by connection in orders, 15-26 [Zbl 1043.68791] \textit{Fourey, Sébastien; Malgouyres, Rémy}, A concise characterization of 3D simple points, 27-36 [Zbl 1043.68796] \textit{Khachan, Mohammed; Chenin, Patrick; Deddi, Hafsa}, Digital \(n\)-pseudomanifold and \(n\)-weakmanifold in a binary \((n+1)\)-digital image, 37-45 [Zbl 1043.68803] \textit{Kiselman, Christer O.}, Digital Jordan curve theorems, 46-56 [Zbl 1043.68804] \textit{Kovalevsky, Vladimir}, A new means for investigating 3-manifolds, 57-68 [Zbl 1043.68806] \textit{Pták, Pavel; Kropatsch, Walter G.}, Nearness in digital images and proximity spaces, 69-77 [Zbl 1043.68814] \textit{Soille, Pierre}, Morphological operators with discrete line segments, 78-98 [Zbl 1043.68821] \textit{Tajine, Mohamed; Ronse, Christian}, Hausdorff discretizations of algebraic sets and Diophantine sets, 99-110 [Zbl 1043.68822] \textit{Brunetti, Sara; Daurat, Alain; Del Lungo, Alberto}, An algorithm for reconstructing special lattice sets from their approximate X-rays, 113-125 [Zbl 1043.68789] \textit{Gérard, Yan}, A question of digital linear algebra, 126-136 [Zbl 1043.68798] \textit{Kuba, Attila; Nivat, Maurice}, Reconstruction of discrete sets with absorption, 137-148 [Zbl 1043.68807] \textit{Papazian, Christophe; Rémila, Eric}, Some properties of hyperbolic networks, 149-158 [Zbl 1043.68812] \textit{Sladoje, Nataža}, The reconstruction of the digital hyperbola segment from its code, 159-170 [Zbl 1043.68820] \textit{Thürmer, Grit; Pousset, Arnault; Braquelaire, Achille J.-P.}, Determining visible points in a three-dimensional discrete space, 171-182 [Zbl 1043.68823] \textit{Biasotti, Silvia; Falcidieno, Bianca; Spagnuolo, Michela}, Extended Reeb graphs for surface understanding and description, 185-197 [Zbl 1043.68785] \textit{Braquelaire, Achille J.-P.; Pousset, Arnault}, Euclidean nets: An automatic and reversible geometric smoothing of discrete 3D object boundaries, 198-209 [Zbl 1043.68787] \textit{Brimkov, Valentin E.; Andres, Eric; Barneva, Reneta P.}, Object discretization in higher dimensions, 210-221 [Zbl 1043.68788] \textit{Burguet, Jasmine; Malgouyres, Rémy}, Strong thinning and polyhedrization of the surface of a voxel object, 222-234 [Zbl 1043.68790] \textit{Ferrant, Matthieu; Macq, Benoit; Nabavi, Arya; Warfield, Simon K.}, Deformable modeling for characterizing biomedical shape changes, 235-248 [Zbl 1043.68795] \textit{Kenmochi, Yukiko; Imiya, Atsushi}, Naive planes as discrete combinatorial surfaces, 249-261 [Zbl 1043.68802] \textit{Lincke, Christoph; Wüthrich, Charles A.}, Surface digitizations by dilations which are tunnel-free, 262-271 [Zbl 1043.68808] \textit{Rodríguez, Angel; Espadero, José Miguel; López, Domingo; Pastor, Luis}, Delaunay surface reconstruction from scattered points, 272-283 [Zbl 1043.68817] \textit{Udupa, Jayaram K.}, Go digital, go fuzzy, 284-295 [Zbl 1043.68824] \textit{Vittone, Joëlle; Chassery, Jean-Marc}, Recognition of digital naive planes and polyhedrization, 296-307 [Zbl 1043.68826] \textit{Bertrand, Yves; Damiand, Guillaume; Fiorio, Christophe}, Topological encoding of 3D segmented images, 311-324 [Zbl 1043.68784] \textit{Borgefors, Gunilla}, Some weighted distance transforms in four dimensions, 325-336 [Zbl 1043.68786] \textit{Di Gesù, Vito; Valenti, Cesare}, Representing 2D digital objects, 337-347 [Zbl 1043.68794] \textit{Glantz, Roland; Kropatsch, Walter G.}, Plane embedding of dually contracted graphs, 348-357 [Zbl 1043.68799] \textit{Hagedoorn, Michiel; Overmars, Mark; Veltkamp, Remco C.}, A new visibility partition for affine pattern matching, 358-370 [Zbl 1043.68800] \textit{Jonker, Pieter P.}, Morphological operations on 3D and 4D images: From shape primitive detection to skeletonization, 371-391 [Zbl 1043.68801] \textit{Mattes, Julian; Demongeot, Jacques}, Efficient algorithms to implement the confinement tree, 392-405 [Zbl 1043.68809] \textit{Palágyi, Kálmán}, A 3D 3-subiteration thinning algorithm for medial surfaces, 406-417 [Zbl 1043.68811] \textit{Remy, Eric; Thiel, Edouard}, Computing 3D medial axis for Chamfer distances, 418-430 [Zbl 1043.68815] \textit{Ribelles, José; López, Angeles; Remolar, Inmaculada; Belmonte, Oscar; Chover, Miguel}, Multiresolution modelling of polygonal surface meshes using triangle fans, 431-442 [Zbl 1043.68816] \textit{Sanniti di Baja, Gabriella; Svensson, Stina}, Detecting centres of maximal geodesic discs on the distance transform of surfaces in 3D images, 443-452 [Zbl 1043.68818] \textit{Singh, David E.; Martín, María J.; Rivera, Francisco F.}, The envelope of a digital curve based on dominant points, 453-463 [Zbl 1043.68819] \textit{Klette, Reinhard; Bülow, Thomas}, Minimum-length polygons in simple cube-curves, 467-478 [Zbl 1043.68805] \textit{Cózar, Julián Ramos; Guil Mata, Nicolás; López Zapata, Emilio}, Planar object detection under scaled orthographic projection, 479-490 [Zbl 1043.68792] \textit{Debled-Rennesson, Isabelle; Rémy, Jean-Luc; Rouyer-Degli, Jocelyne}, Detection of the discrete convexity of polyominoes, 491-504 [Zbl 1043.68793] \textit{Fudos, Ioannis; Palios, Leonidas}, An efficient shape-based approach to image retrieval, 505-517 [Zbl 1043.68797] \textit{Pechtel, Dag; Kuhnert, Klaus-Dieter}, Towards feature fusion -- the synthesis of contour sections distinguishing contours from different classes, 518-529 [Zbl 1043.68813] \textit{Veelaert, Peter}, Parallel line grouping based on interval graphs, 530-541 [Zbl 1043.68825]