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Workshop on Computational Geometry 1988: Würzburg, Germany
- Hartmut Noltemeier:

Computational Geometry and its Applications, CG'88, International Workshop on Computational Geometry, Würzburg, Germany, March 24-25, 1988. Lecture Notes in Computer Science 333, Springer 1988, ISBN 3-540-50335-8 - Hans Hinterberger:

Using Graphical Information from a Grid File's Directory to Visualize Patterns in Cartesian Product Spaces. 1-14 - Andreas Hutflesz, Peter Widmayer, Hans-Werner Six:

Twin Grid Files: A Performance Evaluation. 15-24 - Hugo Heusinger, Hartmut Noltemeier:

On Separable and Rectangular Clusterings. 25-42 - Klaus H. Hinrichs, Jürg Nievergelt, Peter Schorn:

A Sweep Algorithm for the All-Nearest-Neighbors Problem. 43-54 - Shaodi Gao, Michael Kaufmann, Kurt Mehlhorn, Wolfgang Rülling, Christoph Storb, Mark Jerrum:

On Continuous Homotopic One Layer Routing. 55-70 - Stefan Meiser:

Point Location in Arrangements. 71-84 - Gabriele Blankenagel, Ralf Hartmut Güting:

Internal and External Algorithms for the Points-in-Regions Problem - the Inside Join of Geo-Relational Algebra. 85-89 - Ralf Hartmut Güting:

Geo-Relational Algebra: A Model and Query Language for Geometric Database Systems. 90-96 - Hanspeter Bieri, Walter Nef:

Elementary Set Operations with d-Dimensional Polyhedra. 97-112 - Charles E. Buckley:

A Divide-and-Conquer Algorithm for Computing 4-Dimensional Convex Hulls. 113-135 - Hubert Wagener:

Triangulating a Monotone Polygon in Parallel. 136-147 - Rolf Klein:

Abstract Voronoi Diagrams and their Applications. 148-157 - Hans Hagen:

Geometric Modeling of Smooth Surfaces. 158-167 - Stephan Abramowski:

Collision Avoidance for Nonrigid Objects. 168-179 - Matthias Reichling:

On the Detection of a Common Intersection of k Convex Polyhedra. 180-186 - Heinrich Müller:

Time Coherence in Computer Animation by Ray Tracing. 187-201 - Franz Aurenhammer:

Using Gale Transforms in Computational Geometry. 202-216 - Ulrich Huckenbeck:

Geometrical Abstract Automata. 217-231 - Beat D. Brüderlin:

Automatizing Geometric Proofs and Constructions. 232-252

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