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| Fast Implementations of Morphological Operations Using Fast Fourier Transform (FFT) |
Glenn A. Gibson
Misha Koshelev
Olga Kosheleva
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86-92
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| Letters to the Editor |
William Staton
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43
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| Was Stonehenge an Observatory? |
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83-87
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| On Covering a Set of Points by Disks |
-
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65-73
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| Diagonalization Is Also Practically Useful: A Geometric Idea |
Vladik Kreinovich
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15
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On the chromatic number of real and rational
Spaces |
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53-65
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| The Vertex-Degrees of Steiner Minimal Trees in Banach-Minkowski Spaces |
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75-82
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| What is the Best Way to Draw a Cube? |
Vladik Kreinovich
Brian d'Auriol
Florence Muganda
Bindu George
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105-110
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Pages
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| A 4-Chromatic Unit-Distance Graph With No Triangles |
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64-76
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| Some Problems Arising From Unit-Distance Graphs |
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104-109
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| Venn diagrams: Announcement of some new results |
Peter Hamburger
Raymond E Pippert
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129-137
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| Cover-Up |
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8-9
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| Geombinatoric Problems Of Environmentally Safe Manufacturing And Linear Logic |
Richard Duran
Ann Gates
Vladik Kreinovich
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36-47
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| Tilings and Colourings of 3-Space |
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102-116
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Pages
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| Flipping Your Lid |
Hee-Kap Ahn
Prosenjit Bose
Nicolas Hanusse
Evangelos Kranakis
Pat Morin
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57-63
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| Getting Circles into Equal Area Pieces |
Evangelos Kranakis
Danny Krizanc
Anil Maheshwari
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13-20
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| On Polygons Enclosing Point Sets |
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21-28
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Pages
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| What is the Best Way to Draw a Cube? |
Vladik Kreinovich
Pramod Kumar Chikkapaiah
Florence Muganda
Bindu George
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105-110
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Co-Authors
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Vol Issue
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Pages
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| Geometric Proof of a Ramsey-Type Result For Disjoint Empty Convex Polygons I |
Bhaswar B. Bhattacharya
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146-155 |
| Geometric Proof of a Ramsey-Type Result For Disjoint Empty Convex Polygons II |
Bhaswar B. Bhattacharya |
Vol XX (1), 2010 |
5 |
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| Automated Proofs in Geometry: Computing Upper Bounds for the Heilbronn Problem for Triangles |
Jean-Paul Delahaye |
Vol XX (1), 2010 |
21 |
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Co-Authors
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Vol Issue
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Pages
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| On the Chromatic Numbers of Some 3-Uniform Hypergraphs in the Plane |
Katherine Bennett
Peter Johnson
William Jamieson
Adam Purcilly |
Vol XXII(4), 2013 |
163-170 |
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Co-Authors
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Vol Issue
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Pages
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| Automated Proofs in Geometry: Computing Upper Bounds for the Heilbronn Problem for Triangles |
Francesco De Comité |
Vol XX (1), 2010 |
21 |
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Pages
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| Covering Isoceles Right Triangles With Isoceles Right Trianles |
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194
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Vol Issue
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Pages
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| On Open Packing and Total Coverings of Two Dimensional Grid Graphs |
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160-165
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Vol Issue
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Pages
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| Earthquakes and Geombinatorics |
Mohamed Amine Khamsi
Vladik Kreinovich
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48-54
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Co-Authors
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Vol Issue
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Pages
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| On the Maximum Multiplicity of Some ExtremeGeometric Configurations in the Plane |
-
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5-14
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| A Note on Blocking Visibility Between Points |
János Pach
Géza Tóth
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67-73
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Vol Issue
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Pages
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| Colorings of the Plane I |
Nathanial Brown
Greg Perry
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24-31
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| Colorings of the Plane II |
Nathanial Brown
Greg Perry
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64-74
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| Colorings of the Plane III |
Nathanial Brown
Greg Perry
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110-114
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Co-Authors
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Vol Issue
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Pages
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| Geombinatoric Problems Of Environmentally Safe Manufacturing and Linear Logic |
Daniel E. Cooke
Ann Gates
Vladik Kreinovich
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36-47
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Vol Issue
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Pages
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| Tiling the Chair |
Viorel Nitika
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117-122
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Vol Issue
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Pages
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| Frobenius Problems in the Gaussian Integers |
Christopher Maier
Peter Johnson
Jordan Paschke
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Co-Authors
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Vol Issue
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Pages
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| The Tile Packing Problem |
Ares Legae
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Vol XVII (1), 2007 |
8-18 |
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