Combinatorial Number Theory ：Proceedings of the "Integers Conference 2011", Carrollton, Georgia, USA, October 26-29, 2011 ( De Gruyter Proceedings in Mathematics )

Publication subTitle ：Proceedings of the "Integers Conference 2011", Carrollton, Georgia, USA, October 26-29, 2011

Publication series ：De Gruyter Proceedings in Mathematics

Author： Aviezri S. Fraenkel   Daniel A. Goldston   Neil Hindman   Brian Hopkins   John H. Johnson   Takao Komatsu   Pär Kurlberg   Jeffrey C. Lagarias   Andrew H. Ledoan   Florian Luca   Neil A. McKay   Rebecca Milley   Richard J. Nowakowski   Paul Ottaway   Thomas W. Pensyl   Carla D. Savage   Yohei Tachiya   Yuval Tanny   Frank Thorne   Bruce Landman   Melvyn B. Nathanson   Jaroslav Nešetril   Richard J. Nowakowski   Carl Pomerance   Aaron Robertson  

Publisher： De Gruyter‎

Publication year： 2013

E-ISBN: 9783110280616

P-ISBN(Paperback): 9783110280487

Subject：

Keyword： Combinatorial Number Theory Partition Combinatorial Game Ramsey Theory

Language： ENG

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Description

These proceedings consist of several articles based on talks given at the "Integers Conference 2011" in the area of combinatorial number theory. They present a range of important and modern research topics in the areas of number, partition, combinatorial game, Ramsey, additive number, and multiplicative number theory.

Chapter

Preface

pp.：  1 – 5

1 The Misère Monoid of One-Handed Alternating Games

pp.：  5 – 11

2 Images of C-Sets and Related Large Sets under Nonhomogeneous Spectra

pp.：  11 – 25

3 On the Differences Between Consecutive Prime Numbers, I

pp.：  25 – 47

4 On Sets of Integers Which Are Both Sum-Free and Product-Free

pp.：  47 – 55

5 Four Perspectives on Secondary Terms in the Davenport–Heilbronn Theorems

pp.：  55 – 65

6 Spotted Tilings and n-Color Compositions

pp.：  65 – 89

7 A Class ofWythoff-Like Games

pp.：  89 – 101

8 On the Multiplicative Order of FnC1=Fn Modulo Fm

pp.：  101 – 119

9 Outcomes of Partizan Euclid

pp.：  119 – 133

10 Lecture Hall Partitions and theWreath Products Ck ≀ Sn

pp.：  133 – 147

LastPages

pp.：  147 – 169

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