书目详情:
Biographical Notes And Work Of W. KuperbergChapter 1. Transversal Lines to Lines and IntervalsChapter 2. On a Shortest Path Problem of G. Fejes TóthChapter 3. A SHORT SURVEY OF (r,q)-STRUCTURESChapter 4. Lattice Points on the Boundary of the Integer HullChapter 5. The Erdös-Szekeres Problem for Planar Points in Arbitrary PositionChapter 6. Separation in Totally-Sewn 4-PolytopesChapter 7. On a Class of Equifacetted PolytopesChapter 8. Chessboard Ramsey NumbersChapter 9. Maximal Primitive Fixing Systems for Convex FiguresChapter 10. The Newton-Gregory Problem RevisitedChapter 11. Arrangements of 13 Points on a SphereChapter 12. On Point Sets without Kappa Collinear PointsChapter 13. THE BECKMAN-QUARLES THEOREM FOR RATIONAL delta-SPACES, delta EVEN AND delta > 6Chapter 14. Edge-Antipodal Convex Polytopes - a Proof of Talata'S ConjectureChapter 15. Single-Split Tilings of the Sphere with Right TrianglesChapter 16. Vertex-Unfoldings of Simplicial ManifoldsChapter 17. View-Obstruction through Trajectories of Co-Dimension ThreeChapter 18. Fat 4-Polytopes and Fatter 3-SpheresChapter 19. Arbitrarily Large Neighborly Families of Congruent Symmetric Convex 3-PolytopesChapter 20. On the Non-Solidity of Some Packings and Coverings with CirclesChapter 21. On The Mth Petty Numbers of Normed SpacesChapter 22. Cubic PolyhedraChapter 23. “NEW” UNIFORM POLYHEDRAChapter 24. On the Existence of a Convex Polygon with a Specified Number of Interior PointsChapter 25. On-Line 2-Adic Covering of the Unit Square by BoxesChapter 26. An Example of a Stable, Even Order Quadrangle which is Determined by Its Angle FunctionChapter 27. Sets with a Unique Extension to a Set of Constant WidthChapter 28. The Number of Simplices Embracing the OriginChapter 29. Helly-Type Theorems on Definite Supporting Lines for Kappa-Disjoint Families of Convex Bodies in the PlaneChapter 30. Combinatorial Aperiodicity of Polyhedral PrototilesChapter 31. Sequences of Smoothed PolygonsChapter 32. On a Packing Inequality by Graham, Witsenhausen and ZassenhausChapter 33. Covering a Triangle with Homothetic CopiesChapter 34. Open Problems
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