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  1. Discrete & Computational Geometry
  2. Discrete & Computational Geometry : Volume 25
  3. Discrete & Computational Geometry : Volume 25, Issue 4, April 2001
  4. Dynamic Skin Triangulation
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Discrete & Computational Geometry : Volume 57
Discrete & Computational Geometry : Volume 56
Discrete & Computational Geometry : Volume 55
Discrete & Computational Geometry : Volume 54
Discrete & Computational Geometry : Volume 53
Discrete & Computational Geometry : Volume 52
Discrete & Computational Geometry : Volume 51
Discrete & Computational Geometry : Volume 50
Discrete & Computational Geometry : Volume 49
Discrete & Computational Geometry : Volume 48
Discrete & Computational Geometry : Volume 47
Discrete & Computational Geometry : Volume 46
Discrete & Computational Geometry : Volume 45
Discrete & Computational Geometry : Volume 44
Discrete & Computational Geometry : Volume 43
Discrete & Computational Geometry : Volume 42
Discrete & Computational Geometry : Volume 41
Discrete & Computational Geometry : Volume 40
Discrete & Computational Geometry : Volume 39
Discrete & Computational Geometry : Volume 38
Discrete & Computational Geometry : Volume 37
Discrete & Computational Geometry : Volume 36
Discrete & Computational Geometry : Volume 35
Discrete & Computational Geometry : Volume 34
Discrete & Computational Geometry : Volume 33
Discrete & Computational Geometry : Volume 32
Discrete & Computational Geometry : Volume 31
Discrete & Computational Geometry : Volume 30
Discrete & Computational Geometry : Volume 29
Discrete & Computational Geometry : Volume 28
Discrete & Computational Geometry : Volume 27
Discrete & Computational Geometry : Volume 26
Discrete & Computational Geometry : Volume 25
Discrete & Computational Geometry : Volume 25, Issue 4, April 2001
Guest Editors’ Foreword
A Helly-Type Theorem for Hyperplane Transversals to Well-Separated Convex Sets
The Discrepancy of Boxes in Higher Dimension
Dynamic Skin Triangulation
A Simple Sampling Lemma: Analysis and Applications in Geometric Optimization
Kinetic Connectivity for Unit Disks
On the Number of Balanced Lines
Distinct Distances in the Plane
Index to Volume 25
Discrete & Computational Geometry : Volume 25, Issue 3, April 2001
Discrete & Computational Geometry : Volume 25, Issue 2, March 2001
Discrete & Computational Geometry : Volume 25, Issue 1, January 2001
Discrete & Computational Geometry : Volume 24
Discrete & Computational Geometry : Volume 23
Discrete & Computational Geometry : Volume 22
Discrete & Computational Geometry : Volume 21
Discrete & Computational Geometry : Volume 20
Discrete & Computational Geometry : Volume 19
Discrete & Computational Geometry : Volume 18
Discrete & Computational Geometry : Volume 17

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Dynamic Skin Triangulation

Content Provider Springer Nature Link
Author Cheng, H. L. Dey, T. K. Edelsbrunner, H. Sullivan, J.
Copyright Year 2001
Abstract This paper describes an algorithm for maintaining an approximating triangulation of a deforming surface in R 3 . The surface is the envelope of an infinite family of spheres defined and controlled by a finite collection of weighted points. The triangulation adapts dynamically to changing shape, curvature, and topology of the surface.
Starting Page 525
Ending Page 568
Page Count 44
File Format PDF
ISSN 01795376
Journal Discrete & Computational Geometry
Volume Number 25
Issue Number 4
e-ISSN 14320444
Language English
Publisher Springer-Verlag
Publisher Date 2001-04-04
Publisher Place New York
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Combinatorics Computational Mathematics and Numerical Analysis
Content Type Text
Resource Type Article
Subject Discrete Mathematics and Combinatorics Theoretical Computer Science Computational Theory and Mathematics Geometry and Topology
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