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| Article Title |
Co-Authors
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Vol Issue
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Pages
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| A Generalization of the Chromatic Number of the Plane |
-
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69-74
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| Scatters, Unavoidable Shapes, and Crystallization |
-
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138-149
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| Points in a Triangle Forcing Small Triangles |
-
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114-128
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| On Branko Grünbaum’s 80th Birthday |
-
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42-45
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| Article Title |
Co-Authors
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Vol Issue
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Pages
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| Is the Chromatic Number of the Plane Robust? |
-
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33-36
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| A Uniform Bound for Rearranged Vector Sums |
-
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10-12
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| Is the Four Color Theorem True? |
-
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41-56
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| Paradoxical Order |
-
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85-89
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| Article Title |
Co-Authors
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Vol Issue
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Pages
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| Rectilinear Equidistant Sets in Rd |
-
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151
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| Article Title |
Co-Authors
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Vol Issue
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Pages
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| On Covering of Trigons |
Alexander Soifer
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13-17
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| A Sharper Upper Bound for Cover-Up Squared |
Alexander Soifer
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219-226
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| Small Extension to Geometric Etudes |
-
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262-265
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| On Shelah-Soifer Class of Graphs
|
Alexander Soifer
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363-366
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On The Soifer Fifty Dollar Problem. Part I:
Construction |
-
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68-77
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On The Soifer Fifty Dollar Problem. Part II: The Existence of the Counterexample to the Conjecture ...124
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-
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124-128
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| Note on Covering Square with Equal Squares |
Alexander Soifer
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13-17
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| Article Title |
Co-Authors
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Vol Issue
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Pages
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| Earthquakes and Geombinatorics |
Diane Doser
Vladik Kreinovich
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48-54
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| Article Title |
Co-Authors
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Vol Issue
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Pages
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| Clifford Algebras and Graphs |
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56 - 76
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| Article Title |
Co-Authors
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Vol Issue
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Pages
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| On Covering of Any Point Configuration by Disjoing Unit Disks |
Yosuke Okayamal
Ryuhei Uehara
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14-23
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| Article Title |
Co-Authors
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Vol Issue
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Pages
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| About Branko |
-
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40-41
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| Article Title |
Co-Authors
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Vol Issue
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Pages
|
| A Space-Time Version of Tyszka's Result |
-
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95-100
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| Fast Implementations of Morphological Operations Using Fast Fourier Transform (FFT) |
Sergio D. Cabrera
Glenn A. Gibson
Olga Kosheleva
|
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86-92
|
| Representation of Spatial Variation: Geometric Approach And Environmental Applications |
Octavio Lerma
Craig Tweedie
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15
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| Article Title |
Co-Authors
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Vol Issue
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Pages
|
| Geombinatorics, Computational Complexity and Saving Environment: Lets Start |
Vladik Kreinovich
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90-99
|
| Inter-Stellar Travel and Simple Geometrical Combinatorics: How Many Trajectory Corrections are Necessary? |
Vladik Kreinovich
Ricardo Labiaga
|
|
129-136
|
| Unit-Distance Preserving Theorem Is Logically Non-Trivial |
Vladik Kreinovich
|
|
119-128
|
| Unit-Distance Preserving Theorem is Logically Non-Trivial |
Vladik Kreinovich
|
|
69-78
|
| How to Measure Arbitrary Distances using a given Standard Length (i.e., a Stick with Two Marks on it): It is Necessary, It is Theoretically Possible, It is Feasible |
Vladik Kreinovich
|
|
142-155
|
| Astrogeometry: Geometry Explains Shapes of Celestial Bodies |
Andrei Finkelstein
Vladik Kreinovich
|
|
125-139
|
| Chromatic-Number-Type Theorems are Logically Non-Trivial |
Wei Wang
|
|
169-174
|
| Fast Implementations of Morphological Operations Using Fast Fourier Transform (FFT) |
Sergio D. Cabrera
Glenn A. Gibson
Misha Koshelev
|
|
86-92
|
| On Geometry of Radio Antenna Placements |
-
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|
46-49
|
| Open-Ended Configurations of Radio Telescopes: A Geometrical Analysis |
Vladik Kreinovich
Scott A Starks
Dima Iourinski
Andrei Finkelstein
|
|
79-85
|
Flight Cessna 771 Revisited: Geometry of a
Plane Rescue |
-
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78-84
|
| Rational Trigonometry: Computational Viewpoint |
-
|
|
18-26
|
Geometry of Cockroach Paths: A Possible
Explanation |
-
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|
7-13
|
On Chromatic Numbers of Space-Times:
Open Problems |
Vladik Kreinovich
|
|
14-17
|
Early Start Can Inhibit Learning:
A Geometric Explanation |
- |
Vol XIX (3), 2009 |
108-118 |
|
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| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| Flipping Your Lid |
Hee-Kap Ahn
Prosenjit Bose
Jurek Czyzowicz
Nicolas Hanusse
Pat Morin
|
|
57-63
|
| Getting Circles into Equal Area Pieces |
Jurek Czyzowicz
Danny Krizanc
Anil Maheshwari
|
|
13-20
|
|
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|
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| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| Inter-Stellar Travel and Simple Geometrical Combinatorics: How Many Trajectory Corrections are Necessary? |
Olga Kosheleva
Ricardo Labiaga
|
|
129-136
|
| Geombinatorics, Computational Complexity and Saving Environment: Lets Start |
Olga Kosheleva
|
|
90-99
|
| Geombinatorics Problems of Environmentally Safe Manufacturing and Liner Logic |
Daniel E. Cooke
Richard Duran
Ann Gates
|
|
36-47
|
| Which Algorithms Are Feasible And Which Are Not Depends On The Geometry of Space-Time |
Dara Morgenstein
|
|
80-97
|
| Unit-Distance Preserving Theorem Is Logically Non-Trivial |
Olga Kosheleva
|
|
119-128
|
| Unit-Distance Preserving Theorem is Logically Non-trivial |
Olga Kosheleva
|
|
69-78
|
| The Necessity to Check Consistency Explains the use of Parallelepipeds in Describing Uncertainty |
Driss Misane
|
|
109-120
|
| How to Measure Arbitrary Distances using a given Standard Length (i.e., a Stick with Two Marks on it): It is Necessary, It is Theoretically Possible, It is Feasible |
Olga Kosheleva
|
|
142-155
|
| Space-Time is "Square Times" More Difficult to Approximate than Euclidean Space |
-
|
|
19-29
|
| Earthquakes and Geombinatorics |
Diane Doser
Mohamed Amine Khamsi
|
|
48-54
|
| Astrogeometry: Geometry Explains Shapes of Celestial Bodies |
Andrei Finkelstein
Olga Kosheleva
|
|
125-139
|
| Geometric Approach to Quark Confinement |
Piotr Wojciechowski
|
|
9-24
|
| Geometry of Errors Revisited: A Natural Way to Vector-Valued Spaces |
Gerhard Heindl
Bernadette Bouchon-Meunier
|
|
47-60
|
| How to Define and Average of Several Sets? |
Ilya Molchanov
|
|
123-131
|
| How to Define and Average of Several Sets? II |
Ilya Molchanov
|
|
160-165
|
| Locating the Whole Pattern is Better than Locating Its Pieces: A Geometric Explanation of an Empirical Phenomenon |
Scott A. Starks
|
|
116-121
|
| Arithmetic of Complex Sets: Nickels Classical Paper Revisited From a Geometric Viewpoint |
Jürgen Wolf von Gudenberg
|
|
21-26
|
| An Optimality Criterion for Arithmetic of Complex Sets |
Jürgen Wolf von Gudenberg
|
|
31-37
|
| A Geometric Approach to Classification of Trash in Ginned Cotton |
Michael Lieberman
Murali Siddaiah
Nadipuram R. Prasad
|
|
77-82
|
| Which Sensor Set Is Better for Monitoring Spacecraft Subsystems? A Geometric Answer and its Probabilistic Generalization |
Matthew Barry
|
|
96-102
|
| Geombinatoric Aspects of Processing Large Images and Large Spatial Databases |
Jan Beck
Brian Penn
|
|
6-12
|
| Geombinatorics of "Smart Dust" |
Edward Vidal
Huang Haitao
Lue Longpre
|
|
54-55
|
| An Optimality Criterion for Arithmetic of Complex Sets |
Jürgen Wolff von Gudenberg
|
|
85-90
|
| What is the Best Way to Draw a Cube? |
Brian d'Auriol
Bindu George
Florence Muganda Pramod Kumar Chikkapaiah
|
|
105-110
|
| Was There Satan’s Face in the World Trade Center Fire? A Geometric Analysis |
Dima Iourinski
|
|
69-75
|
| Advances in Digital and Computational Geometry |
-
|
|
50-54
|
| Open-Ended Configurations of Radio Telescopes: A Geometrical Analysis |
Scott A Starks
Dima Iourinski
Olga Kosheleva
Andrei Finkelstein
|
|
79-85
|
| Why Benchmarking is an (Assymptotically) Optmial Approach to Numerical Methods: A Geombinatoric Proof |
Scott A. Starks
|
|
131-138
|
| Detecting Cracks in Thin Plates by Using Lamb Wave Scanning: Geometric Approach |
Roberto Osegueda
Enrique Roldan
Rodrigo Mares
|
|
62-71
|
| Geometry of Protein Structures. I. Why Hyperbolic Surfaces are a Good Approximation For Beta-Sheets |
Bogulsaw Stec
|
|
18-27
|
Equidecomposability (Scissors Congruence) of Polyhedra in R 3 and R 4 Is Algorithmically decidable:
Hilbert's 3rd Problem Revisited |
-
|
|
26-34
|
On Chromatic Numbers of Space-Times:
Open Problems |
Olga Kosheleva
|
|
14-17
|
| Diagonalization Is Also Practically Useful: A Geometric Idea |
Martine Ceberio |
Vol XX (1), 2010 |
15 |
|
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| Getting Circles into Equal Area Pieces |
Jurek Czyzowicz Evangelos Kranakis
Anil Maheshwari
|
|
13-20
|
|
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| 3-Regular Matchstick Graphs with Given Girth |
|
|
156-173 |
| Fast Recognition of Planar Non-Unit Distance Graphs |
|
|
25 |
| A Lower Bound For 4-Regular Planar Unit Distance Graphs |
|
|
63 |
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| About a Problem Concerning Functions which Preserve Unit Distance |
-
|
|
137-139
|
| Sets with Integral Distances and a Coloring of Edges of an Infinite Graph |
-
|
|
132-138
|
| On a Partition of Sets into Homothetic Parts |
-
|
|
50-54
|
| Sets with "Almost Natural" Distances |
-
|
|
38-44
|
| Large Sets Moving through a Narrow Hole |
-
|
|
91-97
|
| On Packing with Similar Sets |
-
|
|
76-85
|
| On Representations of Graphs by Linked Congruent Convex Curves |
-
|
|
19-28
|
| Polyhedral Approximations of the Sphere with the Unusual Geometric and Topological Properties |
Chris Bailey-Kellog
|
|
55-61
|
| Polyhedral Approximations of the Sphere and Representations of Graphs |
Chris Bailey-Kellogg
|
|
183-190
|
| Representations of Colored Infinite Graphs by Touching Afinnely Equivalent Convex Bodies |
-
|
|
297-304
|
| On Representations of Graphs with Continuum Many Vertices by Linked Congruent Curves |
-
|
|
129-134
|
| On Graphs that Cannot Be Represented by Linked Compact Sets |
-
|
|
129-134
|
| On Topological Diversity of Unbounded Convex Bodies in the Hyperbolic Space |
-
|
|
101 |
| Unbounded Strictly Convex Bodies with usually Topological Bodies Properties in the Hyperbolic Space |
|
Vol XXII (3), 2012 |
101 |
|
|
|
|
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| Inter-Stellar Travel and Simple Geometrical Combinatorics: How Many Trajectory Corrections are Necessary? |
Olga Kosheleva
Vladik Kreinovich
|
|
129-136
|
|
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| On Four Points of a Convex Body in Large Relative Distances |
Marek Lassak
|
|
184-190
|
| Relative Distance and Packing a Body by Homothetical Copies |
Marek Lassak
|
|
29-40
|
|
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| The Chromatic Numbers of Some Euclidean Distance |
Aaron Bohanon
P. D. Johnson
Robert Rubalcaba
|
|
141-164
|
|
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| Problems on Approximation by Triangles |
Peter Brass
|
|
103-115
|
| On Four Points of a Convex Body in Large Relative Distances |
Zsolt Langi
|
|
184-190
|
| Relative Distance and Packing a Body by Homothetical Copies |
Zsolt Langi
|
|
29-40
|
|
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| Two Theorems Concerning the Babai Numbers |
Peter Johnson
|
|
177-182
|
|
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|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| The Tile Packing Problem |
Philip Dutré
|
|
8-18
|
|
|
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| On the Number of Euclidean Ordinary Points for Lines in the Plane |
Hervé Brönnimann
|
|
227-234
|
| A New Proof of the Sylvester-Gallai Theorem |
-
|
|
171-174
|
|
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|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| Reflective Polyhedra |
-
|
|
35-45
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|
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|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| A Finite Difference Approach to Counting Quadrangles in a Circle |
Gregory P. Tollisen
|
|
168
|
|
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| Representation of Spatial Variation: Geometric Approach And Environmental Applications |
Misha Koshelev
Craig Tweedie
|
|
15
|
|
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| A Geometric Approach to Classification of Trash in Ginned Cotton |
Murali Siddaiah Nadipuram R. Prasad
Vladik Kreinovich
|
|
77-82
|
|
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
A Note on Convex Realizability of Arrangements
of Pseudocircles |
Ronald Ortner
|
|
66-71
|
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| Geombinatorics of "Smart Dust" |
Edward Vidal
Vladik Kreinovich
Huang Haitao
|
|
54-55
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| Frobenius Problems in Integral Domains |
Peter Johnson
|
|
166-176
|
|
|
|
|
| Article Title |
Co-Authors
|
Vol Issue
|
Pages
|
| A 2-Chain Can Interlock with an Open 11-Chain |
Julie Glass
Joseph O'Rourke
Jianyuan K. Zhong
|
|
166-176
|
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