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| Getting Circles into Equal Area Pieces |
Jurek Czyzowicz Evangelos Kranakis Danny Krizanc
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| Frobenius Problems in the Gaussian Integers |
Ken Dutch Peter Johnson Jordan Paschke
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| Convex Isosceles Triangle Polyhedra |
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| New Euler Relation Questions for Convex 3-Dimensional Polytopes
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Vol XXII (4), 2013 |
178-181 |
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| A New Bound for the Chromatic Number of the Rational Five-Space |
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| Hunting Unit-Distance Graphs in Rational n-Spaces |
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86-97
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| On Coloring Finite Planes of Odd Order |
PLAGIARIZED
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| A Result in the Projective Plane |
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178-179
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| A Note on the Triangles in Graphs |
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18-20
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| A Note on the Rooted Loopless Planar Maps |
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266-269
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| Detecting Cracks in Thin Plates by Using Lamb Wave Scanning: Geometric Approach |
Roberto Osegueda Enrique Roldan Vladik Kreinovich
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| 3-Regular Matchstick Graphs with Given Girth |
Sascha Kurz
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| Identities for Lucas Numbers |
William Moser
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Untangle: Knots in Combinatorial Game Theory |
Sandy Ganzell
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101-108
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| The Necessity to Check Consistency Explains the use of Parallelepipeds in Describing Uncertainty |
Vladik Kreinovich
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| How to Define and Average of Several Sets? |
Vladik Kreinovich
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| How to Define and Average of Several Sets? II |
Vladik Kreinovich
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160-165
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| Minimum Saturated Packings of Congruent Integer Triangles |
Heiko Harbarth
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| Complete Vertex-to-Vertex Packings of Congruent Equilateral Triangles |
Heiko Harbarth
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115-118
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| Triangle Mosaics |
Jens-P. Bode Heiko Harbarth
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349-355
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Saturated Vertex-to-Vertex Packings of Unit Tetrahedra |
Heiko Harbarth
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53-56
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| Which Algorithms Are Feasible And Which Are Not Depends On The Geometry of Space-Time |
Vladik Kreinovich
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| Return to top |
| Filip Moriċ |
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Two and a Half Billion Years of Distance Research
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Janos Pách |
Vol XXII (4), 2013 |
182-191 |
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| Flipping Your Lid |
Hee-Kap Ahn Jurek Czyzowicz Nicolas Hanusse Evangelos Kranakis Prosejit Bose
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| Identities for Lucas Numbers |
Alice McLeod
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| What is the Best Way to Draw a Cube? |
Vladik Kreinovich Pramod Kumar Chikkapaiah Brian d'Auriol Bindu George
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| Paul Erdös - A Few Memories |
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| Embedding Graphs in Euclidean Spaces, an Exploration Guided by Paul Erdös |
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143-155
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| Tiling a Deficient Board by P-Pentonimoes |
Viorel Nitika
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175-184
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| Tiling a Deficient Rectangle by P-Pentominoes |
Viorel Nitika
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18-27
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| Tiling the Chair |
Mike Durante
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| Tiling a Deficient Board by P-Pentonimoes |
Catalin Nitica
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175-184
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| Tiling a Deficient Rectangle by P-Pentominoes |
Catalin Nitica
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18-27
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| Chromatic numbers of two-distance graphs in Q2 |
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| More on the Second Babai Number and Second Clique Number of Q3 |
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132
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| A Note on Packing Clones |
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A Note on Sum of Squared Distances between Vertices of a Convex Polygon |
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185-186
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| Another Improvement of The Lower Bound in Larcher-Pillichshammer Inequality |
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115
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| A Large Independent Set in the Unit Distance Graph |
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| A Triangle-free 4-chromatic Graph in the Plane |
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23-29
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| Letter to the Editor |
Robert Hochberg
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30
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| A 40 Vertex 4-Chromatic Triangle-Free Unit Distance Graph |
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30-34
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| Some 4-Chromatic Unit-Distance Graphs Without Small Cycles |
Robert Hochberg
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137-141
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| Arbitrary Girth, 4-Chromatic Unit Distance Graphs in the Plane Part 1: Graph Description |
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145-150
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| Arbitrary Girth, 4-Chromatic Unit Distance Graphs in the Plane Part 2: Graph Embedding |
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180-193
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| A 2-Chain Can Interlock with an Open 11-Chain |
Julie Glass Bin Lu Jianuuan K. Zhong
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| On Covering of Any Point Configuration by Disjoint Unit Disks |
Masashi Kiyomi Ryuhei Uehara
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A Note on Convex Realizability of Arrangements of Pseudocircles |
Johann Linhart
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66-71
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| Detecting Cracks in Thin Plates by Using Lamb Wave Scanning: Geometric Approach |
Vladik Kreinovich Enrique Roldan Rodrigo Mares
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