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Computational Geometry and its Applications (Lecture Notes in Computer Science)

Computational Geometry and its Applications (Lecture Notes in Computer Science)

Computational Geometry and its Applications (Lecture Notes in Computer Science)
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Computational Geometry and its Applications (Lecture Notes in Computer Science) Paperback - 2007 - 1988th Edition

by Noltemeier, Hartmut [Editor]

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Details

  • Title Computational Geometry and its Applications (Lecture Notes in Computer Science)
  • Author Noltemeier, Hartmut [Editor]
  • Binding Paperback
  • Edition number 1988th
  • Edition 1988
  • Condition New
  • Publisher Springer, Secaucus, New Jersey, U.S.A.
  • Publication date October 1, 2007
  • Bookseller's Inventory # 5906592-n
  • ISBN 9783540503354
  • Quantity available 5

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Reader reviews for Computational Geometry and its Applications (Lecture Notes in Computer Science)

From the publisher

The International Workshop CG '88 on "Computational Geometry" was held at the University of Wrzburg, FRG, March 24-25, 1988. As the interest in the fascinating field of Computational Geometry and its Applications has grown very quickly in recent years the organizers felt the need to have a workshop, where a suitable number of invited participants could concentrate their efforts in this field to cover a broad spectrum of topics and to communicate in a stimulating atmosphere. This workshop was attended by some fifty invited scientists. The scientific program consisted of 22 contributions, of which 18 papers with one additional paper (M. Reichling) are contained in the present volume. The contributions covered important areas not only of fundamental aspects of Computational Geometry but a lot of interesting and most promising applications: Algorithmic Aspects of Geometry, Arrangements, Nearest-Neighbor-Problems and Abstract Voronoi-Diagrams, Data Structures for Geometric Objects, Geo-Relational Algebra, Geometric Modeling, Clustering and Visualizing Geometric Objects, Finite Element Methods, Triangulating in Parallel, Animation and Ray Tracing, Robotics: Motion Planning, Collision Avoidance, Visibility, Smooth Surfaces, Basic Models of Geometric Computations, Automatizing Geometric Proofs and Constructions.

First line

Motivations to obtain geometrical models of multivariate relationships come from many directions.
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