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| The List-Chromatic Number of Euclidean Space |
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| B1(Q3)=4 |
Peter Johnson
Michael Tiemeyer
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356-362
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| A Buttressed Octahedron |
Lew Robertson
Stan Wagon
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36 Two-Colored Points with no Empty
Monochromatic Convex Fourgons |
Clemens Huemer
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5-6
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| Snaky is an Edge-to-Edge Looser |
Heiki Harborth
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| About the Proofs of the Packing of 16, 25, and 36 Equal Circles on a Square |
Charles Payan
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| Chromatic Number of the Plane Part III: Its Future |
Alexander Soifer
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| Examples on the Plane Rn |
Alexander Soifer
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186-192
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| My Work with Branko Grünbaum |
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| The Polygon Theorems of Pratt-Kasapi and Hoehn |
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76-89
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| Coloring Space Tilings of Generalized Parallelograms |
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| Wild Polyomino Weak (1,2)- Acheivement Games |
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| A Geometric Approach to Classification of Trash in Ginned Cotton |
Michael A Lieberman
Nadipuram R. Prasad
Vladik Kreinovich
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| Consequences of Geometry for Species Adaptation |
Michael A. Woodley
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| Triangles in a Two-Colored Plane |
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| Triangles in a Three-Colored Plane |
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11-12
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| Responses: Triangles in a Two-Colored Plane |
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13-14
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| Chromatic Number of the Plane: A Historical Essay |
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13-14
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| Relatives of Chromatic Number of the Plane I |
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13-15
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| Responses: Triangles in a Three-Colored Plane |
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21
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| Editors Page: Paul Erdös is 80 |
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43-45
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| Triangles in Convex Polygons |
Paul Erdös
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72-74
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| Almost Chromatic Number of the Plane |
Ilya Hoffman
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38-40
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| Corrections for Almost Chromatic Number of the Plane |
Ilya Hoffman
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102
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| Six-Realizable Set X6 |
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140-145
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| Squares In a Square |
Paul Erdös
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110-114
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| Issai Schur: Ramsey Theory before Ramsey |
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6-23
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| Book Reviews: Graph Coloring Problems, by Tommy R. Jensen and Bjarne Toft. |
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81-83
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| Squares in a Square II |
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121
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| Pierre Joseph Henry Baudet: Ramsey Theory before Ramsey |
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60-70
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| On the Border of Two Years: An Interview with Paul Erdös |
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99-110
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| "And you don't even have to believe in G'D But you have to believe that the book exists" |
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111-116
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| In Memory of Paul Erdös Our Joint Problems in Combinatorial Geometry I |
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156-157
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| In Memory of Paul Erdös Our Joint Problems in Combinatorial Geometry II |
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25-28
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| In Memory of Paul Erdös Our Joint Problems in Combinatorial Geometry III |
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66-69
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| In Memory of Paul Erdös Our Joint Problems in Combinatorial Geometry IV |
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107-110
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| Discs in a Disc |
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139-140
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| Packing Clones in Convex Figures |
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166-168
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| Book Reviews - The Man Who Loved Only Numbers: The Story of Paul Erdös and Search for Mathematical Truth, by Paul Hoffman. |
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61-64
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| Packing Triangles in Triangles |
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110-115
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| Branko is 70 |
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36-39
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| Politics Colored by Mathematics |
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208-214
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| Book Review: One More Biography of Paul Erdös: a Review of the Book by Bruce Schechter "My Brain is Open: The Mathematical Journeys of Paul Erdös" |
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133-135
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| A Geometric Interpretation for a Game with Evolving Rules |
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31-37
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| Book Review: SYMMETRY by Hans Walser |
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38-39
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| Academic Rights Watch Group as an Example of an Attempt at Academic Survival |
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51-54
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| Chromatic Number of the Plane & Its Relatives Part I: The Problem & Its History |
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131-148
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| Chromatic Number of the Plane & Its Relatives Part II: Polychromatic Number & 6-Coloring |
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191-216
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| Chromatic Number of the Plane Part III: Its Future |
Saharon Shelah
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41-46
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| Book Review: Terror and Exile: Persecutionand Expulsion of Mathematicians from Berlin between 1933 and 1945: by Bruning, Johen; Ferus, Dirk; and Siegmund-Schulze, Reinhard |
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153-157
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| Examples on the Plane Rn |
Saharon Shelah
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186-192
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| Book Reveiw: Public Life of Mathematicians Under the Nazis: A Reveiw of Sanford L Segal's "Mathematicians under the Nazis" |
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197-202
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| Cover-Up |
John H Conway
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8-9
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| In Search of Van der Waerden, Leipzig and Amsterdam, 1931-1945. Part 1: Leipzig |
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21-40
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| Book Reveiw: To Live, to Die, or to Comprimise?: A Review of Georgiadou's "Contrantin Caratheodory: Mathematics and Politics in Turbulent Times" |
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41-46
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| On Stephen P. Townshend's 1976 Proof |
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181-183
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| Cover-Up Squared |
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221-226
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| Monthly "Borrows" Geombinatorics' Squares |
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227-228
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| In Search of Van der Waerden part II |
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72-102
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| In Search of Van der Waerden part III |
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124-161
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| On Covering of Trigons |
Dmytro Karabash
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13-17
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| Cover-Up Squared II |
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28-31
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| Monthly "Borrows" Geombinatorics' Squares. Part II |
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44-50
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| The Failed Test. A Review of M. Schifman's, Editor, You Failed Your Math Test, Comrade Einstein: Adventures and Misadventures of Young Mathematicians |
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191-195
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| The Book is now a Book. A review of P. Brass, W. Moser, and J. Pach's Research Problems in Discrete Geometry |
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196-201
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| A Sharper Upper Bound for Cover-Up Squared |
Dmytro Karabash
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219-226
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| Homage to Leo Moser, A Review of Collected Papers of Leo Moser, edited by William Moser and Paulo Ribenboim |
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242-243
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| To Paul Erdös |
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253
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| The Passions of Brouwer, A Review of Dirk van Dalen's Mystic, Geometer, and Intuitionist: The Life of L.E. J. Brouwer |
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278-284
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| Playing Games with Martin Gardner, A Review of Martin Gardner's Mathematical Games: The Entire Collection of His Scientific American Column |
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285-286
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| The Case of The Case of Dr. Danut Marcu: Serial Plagiarism and Signing False Statements |
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293-298
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| In Search of Van der Waerden, The Early Years |
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305-342
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On Shelah-Soifer Class of Graphs
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Dmytro Karabash
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363-366
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Chromatic Number of the Plane Theorem
in Solovay’s Ser Theory |
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85-87
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| The Man of Choice, A Review of Heinz Dieeter Ebinghaus's Ernst Zermelo: An Aproach to His Life and Work |
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172-174
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| Note on Covering Square with Equal Squares |
Dmytro Karabash
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13-17
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| The Great Geometer is 80 |
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37-41
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Book Review: Escape of the Mathematical Kind, A Review by Alex Soifer of Reinhard Siegmund-Schultze's monograph
Mathematicians Fleeing from Nazi Germany: Individual Fates and Global Inpact |
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31
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A Raw Graphy Theory Text, A Review by Alex Soifer Xiong Bin and Zheng Zhongyi's textbook Graph Theory ("Mathematical Olympiad" Ser., Vol. 3)
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77
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| Passing the Flaming Tourch! A Review by Alex Soifer of Isaak M. Yaglom's book "Geometric Transformations IV" |
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Vol XX (2), 2010 |
80 |
| Which comes First: Research or Its Conclusions? A Review by Alexander Soifer of Rudiger Thiele's book "Van der Waerden in Leipzig" |
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Vol XX (3), 2011 |
117 |
| Sensationalist Journalism vs. Exposition of Mathematics A Review by Alexander Soifer of George G Szpiro's book "A Mathematical Medley: Fifty Easy Pieces of Mathematics |
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Vol XX (3), 2011 |
124 |
| To Save an Harass A Review by Alexander Soifer of Alexander Stephan's book "Communazis': FBI Surveillance of German Emigre Writers" |
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Vol XX (3), 2011 |
128 |
| "Because Germany Needs Me," A Review of David C. Cassidy's book Beyond Unvertainty: Heisenberg, Quantum Physics, and the Bomb |
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Vol XXI (1), 2011 |
34 |
| Van der Waerden and Heisenberg: The Story of One Friendship in Seventeen Sketches |
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138
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| The Birth of a Problem |
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Vol XXII (1), 2012 |
24-38 |
| Paul Erdös at 100 and His Problem Book: An Etude in Six Movements |
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Vol XXII (4), 2013 |
140 |
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Vol Issue
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Pages
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| Letters To the Editor |
Connie Campbell
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| On the Erdös Square-Packing Conjecture |
Benton Tyler
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88-94
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| Article Title |
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Vol Issue
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Pages
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| Kings on Triangular Honeycombs
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Heiko Harborth
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Co-Authors
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Vol Issue
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Pages
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| Locating the Whole Pattern is Better than Locating Its Pieces: A Geometric Explanation of an Empirical Phenomenon |
Vladik Kreinovich
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| Open-Ended Configurations of Radio Telescopes: A Geometrical Analysis |
Vladik Kreinovich
Dima Iourinski
Olga Kosheleva
Andrei Finkelstein
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79-85
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| Why Benchmarking is an (Assymptotically) Optmial Approach to Numerical Methods: A Geombinatoric Proof |
Vladik Kreinovich
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131-138
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Vol Issue
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Pages
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| Tromino Tiling Deficient Cubes of Side Length 2n |
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72-87
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Vol Issue
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Pages
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| Geometry of Protein. I. Why Hyperbolic Surfaces are a Good Approximation for Beta-Sheets |
Vladik Kreinovich
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Vol Issue
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Pages
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| Polyhedral Oddity of Integral Type |
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| Squares Inside of a Square |
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| Separoids and a Tverberg-Type Problem |
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| Old Snapshots of the Young |
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| Triangle-free minimum distance graphs in the plane |
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28-30
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