Digital and image geometry. Advanced lectures (Q5961024)

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scientific article; zbMATH DE number 1732143
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Digital and image geometry. Advanced lectures
scientific article; zbMATH DE number 1732143

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    Digital and image geometry. Advanced lectures (English)
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    23 April 2002
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    The articles of mathematical interest will be reviewed individually. Indexed articles: \textit{Domínguez, Eladio; Francés, Angel R.}, An axiomatic approach to digital topology, 3-16 [Zbl 1052.68764] \textit{Köthe, Ullrich}, Generic programming techniques that make planar cell complexes easy to use, 17-37 [Zbl 1052.68771] \textit{Kovalevsky, Vladimir}, Algorithms and data structures for computer topology, 38-58 [Zbl 1052.68772] \textit{Matveev, Sergei}, Computer presentation of 3-manifolds, 59-74 [Zbl 1052.68773] \textit{Tsaur, Rueiher; Smyth, Michael B.}, ``Continuous'' multifunctions in discrete spaces with applications to fixed point theory, 75-88 [Zbl 1052.68782] \textit{Andres, Eric; Breton, Rodolphe; Lienhardt, Pascal}, SpaMod: Design of a spatial modeling tool, 91-107 [Zbl 1052.68757] \textit{Brun, Luc; Kropatsch, Walter}, Introduction to combinatorial pyramids, 108-128 [Zbl 1052.68760] \textit{Danovaro, Emanuele; De Floriani, Leila; Magillo, Paola; Puppo, Enrico}, Representing vertex-based simplicial multi-complexes, 129-149 [Zbl 1052.68763] \textit{Kenmochi, Yukiko; Imiya, Atsushi}, Discrete polyhedrization of a lattice point set, 150-162 [Zbl 1052.68769] \textit{Zunic, Joviža}, Digital partitions encoding, 163-172 [Zbl 1052.68787] \textit{Alpers, Andreas; Gritzmann, Peter; Thorens, Lionel}, Stability and instability in discrete tomography, 175-186 [Zbl 1052.68756] \textit{Bhattacharya, Prabir; Rosenfeld, Azriel; Weiss, Isaac}, Point-to-line mappings and Hough transforms, 187-208 [Zbl 1052.68758] \textit{Eckhardt, Ulrich}, Digital lines and digital convexity, 209-228 [Zbl 1052.68765] \textit{Imiya, Atsushi}, Curvature flow in discrete space, 229-249 [Zbl 1052.68768] \textit{Ronse, Christian; Tajine, Mohamed}, Hausdorff sampling of closed sets into a boundedly compact space, 250-271 [Zbl 1052.68778] \textit{Webster, Julian}, Cell complexes and digital convexity, 272-282 [Zbl 1052.68785] \textit{Bülow, Thomas; Klette, Reinhard}, Approximation of 3D shortest polygons in simple cube curves, 285-298 [Zbl 1052.68761] \textit{Coeurjolly, David; Debled-Rennesson, Isabelle; Teytaud, Olivier}, Segmentation and length estimation of 3D discrete curves, 299-317 [Zbl 1052.68762] \textit{Klette, Reinhard}, Multigrid convergence of geometric features, 318-338 [Zbl 1052.68770] \textit{Noakes, Lyle; Kozera, Ryszard; Klette, Reinhard}, Length estimation for curves with different samplings, 339-351 [Zbl 1052.68775] \textit{Noakes, Lyle; Kozera, Ryszard}, The 2-D Leap-Frog: Integrability, noise, and digitization, 352-364 [Zbl 1052.68774] \textit{Sloboda, Fridrich; Zaťko, Bedrich}, On approximation of Jordan surfaces in 3D, 365-386 [Zbl 1052.68779] \textit{Roerdink, Jos B. T. M.; Bekker, Henk}, Similarity measure computation of convex polyhedra revisited, 389-399 [Zbl 1052.68777] \textit{Svensson, Stina}, Reversible surface skeletons of 3D objects by iterative thinning of distance transforms, 400-411 [Zbl 1052.68780] \textit{Toriwaki, Jun-ichiro; Mori, Kensaku}, Distance transformation and skeletonization of 3D pictures and their applications to medical images, 412-428 [Zbl 1052.68781] \textit{Van Horebeek, Johan; Tapia-Rodriguez, Ernesto}, About the limiting behaviour of iterated robust morphological operators, 429-438 [Zbl 1052.68783] \textit{Veelaert, Peter}, Collinearity and weak collinearity in the digital plane, 439-453 [Zbl 1052.68784]
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    Digital geometry
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    Image geometry
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