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| Article Title |
Co-Authors |
Vol Issue |
Pages |
| Geombinatorics of "Smart Dust" |
Edward Vidal
Vladik Kreinovich
Lue Longpre
|
|
54-55
|
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
A Ramsey-Type Theorem for Bipartite Graphs
|
Paul Erdös
János Pach
|
|
64-68
|
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
| Venn Diagrams: Announcement of Some New Results |
Kirran B. Chilakamarri
Raymond E. Pippert |
|
29-137
|
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
Partridge Numbers
|
|
|
10-18
|
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
Flipping Your Lid
|
Hee-Kap Ahn
Prosenjit Bose
Jurek Czyzowicz
Evangelos Kranakis
Pat Morin
|
|
57-63
|
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
Is Snaky a Winner?
|
- |
|
79-82
|
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
Snaky is an Edge-to-Edge Looser
|
|
|
132-136
|
| Kings on Triangular Honeycombs |
Peter Stark
|
|
117-122 |
| Minimum Saturated Packings of Congruent
Integer Triangles |
Meinhard Möller |
|
63-68 |
| Complete Vertex-to-Vertex packings of
Congruent Equilateral Triangles |
Meinhard Möler
|
|
115-118 |
| Triangle Mosaics |
Jens-P. Bode Meinhard Möller
|
|
349-355 |
Saturated Vertex-to-Vertex Packings of Unit
Tetrahedra |
Meinhard Möller |
|
53-56 |
| Vertex-to-Vertex Packings of Congruent Regular Polygons |
- |
|
109-113 |
A Sausage Conjecture For Edge-To-Edge Regular
Pentagons |
Jens-P. Bode |
|
60-61 |
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
| Geometry of Errors Revisited: A Natural Way to Vector-Valued Spaces |
Bernadette Bouchon-Meunier Vladik Kreinovich |
|
47-60
|
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
A Large Independent Set in the Unit Distance Graph
|
|
|
83-84
|
| Letter to the Editor |
Paul O'Donnell
|
|
30 |
| Some 4-Chromatic Unit-Distance Graphs Without Small Cycles |
Paul O'Donnell
|
|
137-141 |
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
Almost Chromatic Number of the Plane
|
|
|
38-40
|
| Corrections for Almost Chromatic Number of the Plane |
Alexander Soifer
|
|
102 |
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
Lower Bounds on the Independence Number
|
Edward Bertram
|
|
93-98
|
| A Variation on the Erdös-Faber-Lovasz Conjecture |
-
|
|
82-84 |
| |
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
36 Two-Colored Points with no Empty
Monochromatic Convex Fourgons |
Carlos Seara |
|
5-6 |
| |
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
Graphs of Essentially Equivalent Lattice Paths
|
Marjorie Brewer
Lara Pudwell
|
|
5-9
|
|
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
| Was There Satan’s Face in the World Trade Center Fire? A Geometric Analysis |
|
|
69-75
|
Open-Ended Configurations of Radio Telescopes: A Geometrical Analysis
|
Vladik Kreinovich
Scott A Starks
Olga Kosheleva
Andrei Finkelstein |
|
79-85 |
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
| Good Packings in Bad Coverings |
- |
|
10
|
|
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
| Packing Similar Rectangles in a Rectangle |
- |
|
24-30 |
| A Simple Method of Translative Packing
Triangles in a Triangle |
- |
|
61-68 |
| Packing Clones in Triangles |
- |
|
73-78 |
On the Density of a Translative Packing
of Equilateral Triangles |
- |
|
117-123 |
| A Note on Cover-Up Conjecture |
- |
|
4-7 |
Covering a Cube of Edge  with Unit Cubes |
- |
|
113-116 |
|
|
| |
| Article Title |
Co-Authors |
Vol Issue |
Pages |
On Angles Formed by N Points of the Euclidean And Hyperbolic Planes |
Hugo Parlier |
|
157-165 |
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
| Choosability versus Chromaticity |
Bjarne Toft
|
|
45-64 |
|
|
|
| Article Title |
Co-Authors |
Vol Issue |
Pages |
| Product Colorings |
- |
|
11-12 |
| Forbidding Prescribed Distances for Denigrated
Colors |
Don Greenwell
|
|
13-16 |
| Functions Which Preserve Unit Distance |
Don Greenwell
|
|
61-64 |
| The Choice Number of the Plane |
- |
|
122-128 |
| About Two Definitions of the Fractional
Chromatic Number |
- |
|
99-108 |
| More on the Fractional Chromatic Number |
- |
|
10-20 |
| Introduction to "Colorings of Metric
Spaces" by Benda and Perles |
- |
|
110-112 |
| Infinite Graphs and the Fractional Chromatic
Number: Some Recent Surprises |
- |
|
135-144 |
| Problems Posed In or Arising From "Colorings
of Metric Spaces": Status Report |
- |
|
170-179 |
| Yet Another Species of Forbidden-Distances
Chromatic Number |
Aaron Abrams |
|
89-95 |
| The Chromatic Numbers of Some Euclidean
Distance |
A.W. Bohanon
Jeremy Lanig
Robert Rubalcaba
|
|
141-164 |
| An Easier Analogue of a Difficult Old
Euclidean Coloring Problem |
A. W. Bohanon
E. G. Thomas
|
|
94-101 |
| Slice Two-Colorings That Forbid Monochromatic
Translates of Many Doubletons |
-
|
|
175-183 |
| A Review of Ban Ye Wu and Kun-Moa Chao
Spanning Trees and Optimization Problems |
- |
|
103-110 |
| Two Possible, But Incomplete Proofs of
a Euclidean Coloring Theorem |
- |
|
5-7 |
| Two Theorems Concerning the Babai Numbers |
Albert Lee |
|
177-182 |
| Coloring the Rational Points to Forbid
the Distance One - A Tentative History and Compendium |
- |
|
209-218 |
| B1(Q3)=4 |
Andrew Schneider
Michael Tiemeyer |
|
356-362 |
Geombinatorial Mixed Hypergraph Coloring
Problems |
Vitaly Voloshin |
|
57-67 |
| 4 = B 1 ( Q 3 ) = B 1 ( Q 4 ) ! |
- |
|
117-128 |
Which Pairs of Distances Can Be Forbidden by a
4-Coloring of Q3? |
Michael Tiemeyer |
|
161-170 |
|
|
