Modern Geometric Computing for Visualization
Springer Verlag, Japan
978-4-431-68209-7 (ISBN)
1: Basic Tools for Modern Geometrie Computing.- Computer Geometry and Topological Classification of Integrable Hamiltonian Differential Equations: Visualization of Concrete Physical Examples.- Interdisciplinary Techniques, Toolkits and Models for Scientific Visualization.- Topology and Visualization: From Generic Singularities to Combinatorial Shape Modelling.- 2: Analyses of Visual Information.- Polyhedral Surface Decomposition Based on Curvature Analysis.- The Conjugate Classification of the Kernel Form of the Hexagonal Grid.- Motions of Flexible Objects.- Shape Description and Classification Based on Extremal Points and Their Relations.- Visualisation of Hyperobjects in Hgram-Space by Computers.- 3: Applications of Modern Geometry.- Computation of Singularities for Engineering Design.- A Geographical Database System Based on the Homotopy Model.- A Case Study for Building a DataBase and 3-D Visualization in Geomorphology.- Using Surface Coding to Detect Errors in Surface Reconstruction.- 4: Supercomputing for Modern Geometry.- The Development of the Supercomputer System Electrónica SS BIS.- Automatic Parallelization of Programs for MIMD Computers.- Workshop Organization.- Author Index.- Citation Index.- Keyword Index.
Zusatzinfo | VIII, 272 p. |
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Verlagsort | Tokyo |
Sprache | englisch |
Maße | 170 x 244 mm |
Gewicht | 495 g |
Themenwelt | Mathematik / Informatik ► Informatik ► Software Entwicklung |
Schlagworte | Differential Geometry • Modeling • modern geometry • Topology • Visual Computing |
ISBN-10 | 4-431-68209-0 / 4431682090 |
ISBN-13 | 978-4-431-68209-7 / 9784431682097 |
Zustand | Neuware |
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