3. JCDCG 2000: Tokyo, Japan

@proceedings{DBLP:conf/jcdcg/2000,
  editor    = {Jin Akiyama and
               Mikio Kano and
               Masatsugu Urabe},
  title     = {Discrete and Computational Geometry, Japanese Conference, JCDCG
               2000, Tokyo, Japan, November, 22-25, 2000, Revised Papers},
  booktitle = {JCDCG},
  publisher = {Springer},
  series    = {Lecture Notes in Computer Science},
  volume    = {2098},
  year      = {2001},
  isbn      = {3-540-42306-0},
  bibsource = {DBLP, http://dblp.uni-trier.de}
}

• Jin Akiyama, Gisaku Nakamura:
  Dudeney Dissections of Polygons and Polyhedrons - A Survey. 1-30
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• Jin Akiyama, Hiroshi Fukuda, Gisaku Nakamura, Toshinori Sakai, Jorge Urrutia, Carlos Zamora-Cura:
  Universal Measuring Devices without Gradations. 31-40
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• Jin Akiyama, Gisaku Nakamura, Akihiro Nozaki, Ken'ichi Ozawa:
  A Note on the Purely Recursive Dissection for a Sequentially n-Divisible Square. 41-52
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• Jin Akiyama, Toshinori Sakai, Jorge Urrutia:
  Sequentially Divisible Dissections of Simple Polygons. 53-66
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• Helmut Alt, Ferran Hurtado:
  Packing Convex Polygons into Rectangular Boxes. 67-80
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• Boris Aronov, Hervé Brönnimann, Dan Halperin, Robert Schiffenbauer:
  On the Number of Views of Polyhedral Scenes. 81-90
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• Imre Bárány, Gyula Károlyi:
  Problems and Results around the Erdös-Szekeres Convex Polygon Theorem. 91-105
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• Peter Braß:
  On Finding Maximum-Cardinality Symmetric Subsets. 106-112
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• Erik D. Demaine:
  Folding and Unfolding Linkages, Paper, and Polyhedra. 113-124
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• Antoine Deza, Komei Fukuda, Dmitrii V. Pasechnik, Masanori Sato:
  On the Skeleton of the Metric Polytope. 125-136
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• Greg N. Frederickson:
  Geometric Dissections that Swing and Twist. 137-148
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• Kiyoshi Hosono, David Rappaport, Masatsugu Urabe:
  On Convex Decompositions of Points. 149-155
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• John Iacono, Stefan Langerman:
  Volume Queries in Polyhedra. 156-159
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• Hiro Ito, Hideyuki Uehara, Mitsuo Yokoyama:
  Sum of Edge Lengths of a Graph Drawn on a Convex Polygon. 160-166
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• Shin-ichi Iwai, Kenjiro Ogawa, Morimasa Tsuchiya:
  On Double Bound Graphs with Respect to Graph Operations. 167-175
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• Atsushi Kaneko, Mikio Kano:
  Generalized Balanced Partitions of Two Sets of Points in the Plane. 176-186
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• Atsushi Kaneko, Mikio Kano:
  On Paths in a Complete Bipartite Geometric Graph. 187-191
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• Naoki Katoh, Hiromichi Kojima, Ryo Taniguchi:
  Approximating Uniform Triangular Meshes for Spheres. 192-204
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• Pierre Kauffmann, Jean-Claude Spehner:
  The Construction of Delaunay Diagrams by Lob Reduction. 205-216
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• Ken-ichi Kawarabayashi, Atsuhiro Nakamoto, Yoshiaki Oda, Mamoru Watanabe:
  Geometric Transformations in Plane Triangulations. 217-221
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• David G. Kirkpatrick, Bettina Speckmann:
  Separation Sensitive Kinetic Separation Structures for Convex Polygons. 222-236
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• Hiroshi Maehara:
  On Acute Triangulations of Quadrilaterals. 237-243
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• Andrea Mantler, Jack Snoeyink:
  Intersecting Red and Blue Line Segments in Optimal Time and Precision. 244-251
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• Takayuki Nagai, Nobuki Tokura:
  Tight Error Bounds of Geometric Problems on Convex Objects with Imprecise Coordinates. 252-263
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• Atsuhiro Nakamoto:
  Triangle Contact Systems, Orthogonal Plane Partitions, and their Hit Graphs. 264-273
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• Atsuhiro Nakamoto, Seiya Negami:
  Note on Diagonal Flips and Chromatic Numbers of Quadrangulations on Closed Surfaces. 274-279
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• Joseph O'Rourke:
  An Extension of Cauchy's Arm Lemma with Application to Curve Development. 280-291
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• János Pach:
  On the Complexity of the Union of Geometric Objects. 292-307
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• János Pach, József Solymosi:
  Structure Theorems for Systems of Segments. 308-317
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• András Recski, Dávid Szeszlér:
  3-Dimensional Single Active Layer Routing. 318-329
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• Fumihiko Takeuchi:
  Nonregular Triangulations, View Graphs of Triangulations, and Linear Programming Duality. 330-338
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• Xuehou Tan:
  Efficient Algorithms for Searching a Polygonal Room with a Door. 339-350
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• Yoshinori Teshima, Yoshinori Watanabe, Tohru Ogawa:
  A New Structure of Cylinder Packing. 351-361
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• Takeshi Tokuyama:
  Efficient Algorithms for the Minimum Diameter Bridge Problem. 362-369
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• Csaba D. Tóth:
  Illuminating Both Sides of Line Segments. 370-380
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