[comp.theory] Advance Program: Computational Geometry Conference, Berkeley,

yao.pa@XEROX.COM (02/09/90)

Here is the preliminary version of the technical program.

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The Sixth Annual Symposium on Computational Geometry

June 6-8, 1990

Clark Kerr Campus
University of California
Berkeley, California


Wednesday Morning, June 6

Session 1:  8:40-10:00 am

Chair: Frances Yao, Xerox PARC

8:40
Cutting Hyperplane Arrangements
Jiri Matousek,
Charles University, Czechoslovakia

9:00
Some New Bounds for Epsilon-NetsJanos Pach, New York University and
Hungarian Academy of Sciences,
Gerhard Woeginger,
Technische Universitat Graz

9:20
How to Net a Lot with Little: Small Epsilon-nets for Disks and Halfspaces
Jiri Matousek,
Charles University,
Raimund Seidel,
UC Berkeley,
Emo Welzl,
Freie Universitat Berlin

9:40
Quasi-Optimal Upper Bounds for Simplex Range Searching and New Zone
Theorems
Bernard Chazelle,
Princeton University,
Micha Sharir, New York University and
Tel Aviv University


Coffee Break 10:00-10:20 am

Session 2:  10:20 am-12:00 pm

Chair: Mikhail Atallah, Purdue University

10:20
O (n log log n) Polygon Triangulation With Simple Data Structures
David G. Kirkpatrick and Maria M. Klawe, University of British Columbia,
Robert E. Tarjan,
Princeton University

10:40
A Polynomial Time Algorithm for the MinMax Angle Triangulation
Herbert Edelsbrunner and Tiow Seng Tan, University of Illinois

11:00
Structured Visibility Profiles with Applications
to Problems in Simple Polygons
Paul J. Heffernan and Joseph S. B. Mitchell,
Cornell University

11:20
Computing the Minimum Link Path Among a Set of Obstacles in the Plane
Joseph S. B. Mitchell,
Cornell University, Gunter Rote and Gerhard Woeginger,
Technische Universitat Graz

11:40
Parallel Methods for Visibility and Shortest Path Problems in Simple
Polygons
Michael T. Goodrich,
The Johns Hopkins University,
Steven B. Shauck,
Westinghouse Electric Corporation,
Sumanta Guha,
University of Michigan

Lunch Break 12:00-1:30 pm


Wednesday Afternoon, June 6

Session 3:  Invited Lecture

1:30
Differential Geometry and Computation
S. S. Chern, University of California, Berkeley

Session 4:  2:30-3:30 pm

Chair: Ronald Graham, AT&T Bell Laboratories

2:30
On the Combinatorial Complexity of Hyperplane Transversals
Sylvain E. Cappell, New York University, Jacob E.Goodman,
The City University of New York, Janos Pach, New York University and
Hungarian Academy of Sciences,
Richard Pollack,
New York University,
Micha Sharir,
New York University and
Tel Aviv University, Rephael Wenger, DIMACS Center

2:50
On the Limited Abilities of Ray-Oracles
Peter Gritzmann, University of Augsburg and University of Washington,
Victor Klee and John Westwater,
University of Washington

3:10
Computational Complexity of Combinatorial Surfaces
Gert Vegter,
University of Groningen,
The Netherlands,
Chee K. Yap,
New York University

Coffee Break 3:30-3:50 pm

Session 5:  3:50-5:10 pm

Chair: Tetsuo Asano, Osaka Electro-Communication University

3:50
Points and Triangles in the Plane and Halving Planes in Space
Bernard Chazelle, Princeton University,
Herbert Edelsbrunner, Univeristy of Illinois,
Leonidas J. Guibas, DEC SRC and Stanford University,
Micha Sharir, New York University and Tel Aviv University

4:10
Selecting Multiply Covered Points and Reducing the Size of
Delaunay Triangulations
Bernard Chazelle, Princeton University,
Herbert Edelsbrunner, University of Illinois,
Leonidas J. Guibas, DEC SRC and Stanford University,
John E. Hershberger, DEC SRC,
Raimund Seidel, UC Berkeley,
Micha Sharir, New York University and Tel Aviv University

4:30
Tiling the Plane with One Tile
Daniele Beauquier and Maurice Nivat,
LITP Universite Paris VI et VII

4:50
A Trivial Knot Whose Spanning Disks Have Exponential Size
Jack Snoeyink,
Stanford University



Thursday Morning, June 7


Session 6: Invited Lecture
9:00
The Demands on Computational Geometry Made by Image Rendering
James F. Blinn, California Institute of Technology


Session 7: 10:00 am-12:00 pm

Chair: David Dobkin, Princeton University

10:00
Geometric Computations with Algebraic Varieties of Bounded Degree
Chanderjit Bajaj,
Purdue University


10:20
On Computing the Intersection of B-Splines
B. K. Natarajan,
Carnegie Mellon University and Hewlett-Packard Laboratories

Coffee Break 10:40--11:00 am

11:00
Merging Visibility Maps
Mark H. Overmars, Utrecht University,
Micha Sharir, New York University and Tel Aviv University

11:20
Stabbing and Ray Shooting in 3 Dimensional Space
Marco Pellegrini, New York University

11:40
K-d Trees for Semidynamic Point Sets
Jon Bentley, AT&T Bell Laboratories

Lunch Break 12:00-1:30 pm

Thursday Afternoon, June 7

Session 8:  1:30-3:10 pm

Chair: Pravin Vaidya, University of Illinois

1:30
On the Optimal Bisection of a Polygon
Elias Koutsoupias and Christos H. Papadimitriou, UC San Diego,
Martha Sideri, Computer Technology Institute, Greece

1:50
Euclidean Minimum Spanning Trees and Bichromatic Closest Pairs
Pankaj Agarwal,
DIMACS Center and Duke University,
Herbert Edelsbrunner, University of Illinois,
Otfried Schwarzkopf and Emo Welzl,
Freie Universitat Berlin

2:10
Linear Programming and Convex Hulls Made Easy
Raimund Seidel,
University of California, Berkeley

2:30
On Simultaneous Inner and Outer Approximation of Shapes
Rudolf Fleischer and Kurt Mehlhorn,
Universitat des Saarlandes,
Gunter Rote, Technische Universitat Graz,
Emo Welzl,
Freie Universitat Berlin, Chee Yap,
New York University

2:50
Maximin Location of Convex Objects in a Polygon and Related Dynamic Voronoi
Diagrams
Hiromi Aonuma and Hiroshi Imai,
Kyushu University, Keiko Imai,
Kyushu Institute of Technology,
Takeshi Tokuyama, IBM Tokyo Research Laboratory

Coffee Break 3:10-3:30 pm

Session 9: 3:30-4:50 pm

Chair: Steve Fortune, AT&T Bell Laboratories

3:30
Constructing Strongly Convex Hulls Using Exact or Rounded Arithmetic
Victor Milenkovic and Zhenyu Li,
Harvard University

3:50
Finding Compact Coordinate Representations for Polygons and Polyhedra
Victor Milenkovic,
Harvard University,
Lee R. Nackman,
IBM Thomas J. Watson Research Center

4:10
Some Provably Hard Crossing Number Problems
Daniel Bienstock,
Columbia University

4:30
Enumeration and Visibility Problems in Integer Lattices
Evangelos Kranakis,
Centre for Mathematics and Computer Science, The Netherlands, Michel
Pocchiola,
Ecole Normale Superieure, France


Friday Morning, June 8

Session 10: Invited Lecture

9:00
Implementing Projective Geometry via Symbolic Computation
Dana S. Scott,
Carnegie Mellon University

Session 11: 10:00 am-12:00 pm

Chair: Mikhail Atallah, Purdue University

10:00
An Exact Algorithm for Kinodynamic Planning in the Plane
John Canny and Ashutosh Rege, University of California, Berkeley,
John Reif, Duke University

10:20
Approximate Motion Planning and the Complexity of the Boundary of the Union
of Simple Geometric Figures
Helmut Alt, Freie Universitat Berlin, Rudolf Fleischer, Michael Kaufmann,
Kurt Mehlhorn, Stefan Naher, Stefan Schirra and Christian Uhrig,
Universitat des Saarlandes

Coffee Break 10:40 am-11:00 am

11:00
Provably Good Approximation Algorithms for Optimal Kinodynamic Planning for
Cartesian Robots and Open Chain Manipulators
Bruce Donald and Patrick Xavier, Cornell University

11:20
Shortest Rectilinear Paths Among Weighted Obstacles
C. D. Yang, T. H. Chen and D.T. Lee, Northwestern University

11:40
On Minimal Rectilinear Steiner Trees in All Dimensions
Timothy L. Snyder,
Georgetown University

Lunch Break 12:00-1:30 pm

Friday Afternoon, June 8

Session 12:  1:30-3:10 pm

Chair: Marshall Bern, Xerox PARC

1:30
Selecting Distances in the Plane
Pankaj K. Agarwal,
DIMACS Center and Duke University,
Boris Aronov,
DIMACS Center, Micha Sharir, New York University and
Tel Aviv University, Subhash Suri,
Bellcore

1:50
Reconstructing Sets from Interpoint Distances
Steven Skiena,
SUNY at Stony Brook,
Warren D. Smith,
AT&T Bell Laboratories,
Paul Lemke,
Rensselaer Polytechnic Institute

2:10
Computing the Minimum Hausdorff Distance for Point Sets Under Translation
Dan P. Huttenlocher,
Cornell University,
Klara Kedem,
Tel Aviv University

2:30
On Solving Geometric Optimization Problems Using Shortest Paths
Elefterios A. Melissaratos
and Diane L. Souvaine,
Rutgers University

2:50
Shortest Paths on a Polyhedron
Jindong Chen and Yijie Han,
University of Kentucky