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| Repeating Distances Between Points in the Plane |
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| On the Independence Number of Coin Graphs |
Géza Tóth
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30-33
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| Are There Many Distances that Occur Few Times? |
Paul Erdös
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77-78
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| Folding and Turning Along Geodesics in a Convex Surface |
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61-65
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| Thirteen Problems on Crossing Numbers |
Géza Tóth
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194-207
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| A Ramsey-Type Theorem for Bipartite Graphs |
Paul Erdös
András Hajnal
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64-69
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| Midpoints od Segments Induced by a Point Set |
-
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98-105
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| Comment on Fox News |
Géza Tóth
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150-154
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| Errata |
Géza Tóth
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244
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| A Note on Blocking Visibility Between Points |
Adrian Dumitrescu
Géza Tóth
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Vol XIX (2), 2009 |
67-73
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| Tangled Thrackles |
Radŏs Radoičić
Géza Tóth
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Vol XXI (4), 2012 |
157 |
| Two and a Half Billion Years of Distance Research |
Filip Moriċ
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Vol XXII (4), 2013 |
182-191 |
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| On Angles Formed by N Points of the Euclidean And Hyperbolic Planes |
Ghislain Jaudon
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157-165
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| Frobenius Problems in the Gaussian Integers |
Ken Dutch Peter Johnson Christopher Maier
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93
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| A Most Localized 3-Coloring of Penrose Tilings |
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| About the Proffs of the Packing of 16, 25, and 36 Equal Circles on a Square |
Ahmed Semri
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| Geombinatoric Aspects of Processing Large Images and Large Spatial Databases |
Jan Beck Vladik Kreinovich
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| Colorings of Metric Spaces |
Miro Benda
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| Colorings of the Plane I |
Nathanial Brown Nathan Dunfield
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| Colorings of the Plane II |
Nathanial Brown Nathan Dunfield
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64-74
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| Colorings of the Plane III |
Nathanial Brown Nathan Dunfield
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110-114
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A Geometric Proof of a Combinatorial Second Order Recurrence
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34-40
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| Venn Diagrams: Announcement of Some New Results |
Kirran B. Chilakamarri Peter Hamburger
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| A Geometric Approach to Classification of Trash in Ginned Cotton |
Murali Siddaiah Michael A Lieberman Vladik Kreinovich
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| Tiling a unit square with 8 squares |
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On Counting Regular Polygons Formed by Special Families of Parallel Lines
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166-171
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| Graphs of Essentially Equivalent Lattice Paths |
Adam Hughes Marjorie Brewer
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On The Chromatic Numbers of Some 3-Uniform Hypergraphs In The Plane
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Katherine Bennette Peter Johnson Jessie Deering William Jamieson
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163-170
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| Sudoku Puzzles in the Context of Extremal Problems for Latin Squares and Codes |
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19-33
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| O(n3) Bounds for the Area of a Convex Lattice n-gon |
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| The Octagon Anomoly |
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13-17
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| Tangled Thrackles |
János Pach
Géza Tóth
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Vol XXI (4), 2012
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157
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| On the Most Wanted Folkman Graph |
Xu Xiaodong
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367-381
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| Heesch-Tiles Based on Regular Polygons |
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| Semimagic Tiling on an Asymmetrical Tile |
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45-50
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Return to top |
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| A Box in a Grid |
-
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| A Buttressed Octahedron |
Michael Schweitzer Stan Wagon
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| Detecting Cracks in Thin Plates by Using Lamb Wave Scanning: Geometric Approach |
Vladik Kreinovich Roberto Osegueda Rodrigo Mares
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| A Saturated Packing of 37 Regular Tetrahedra |
Peter Fazekas
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| Odd Integral Distances among Points in the Plane |
-
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| Piercing Convex Polygons in the Plane |
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69-75
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| Piercing Convex Polygons in the Plane |
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103-109
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| Branko, teacher, mentor, and a great friend |
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46-48
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| The Odd-Distance Plane Graph |
-
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62-66
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| The Odd-Distance Graph |
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192-198
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Dininer with Paul Erdös an Johann Pachelbel
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137-138
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| The Chromatic Numbers of some Euclidean Distance |
Aaron Bohanon P. D. Johnson Jeremy Lanig
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| Square Packings in a Flat Torus |
Thierry Gensane
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141-156
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