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Additive Combinatorics : A Menu of Research Problems / Bela Bajnok.

By: Bajnok, Bela [author.]Material type: Text

TextSeries: Discrete Mathematics and Its ApplicationsPublisher: Boca Raton, FL : CRC Press, 2018Edition: First editionDescription: 1 online resourceContent type: text Media type: computer Carrier type: online resourceISBN: 9781351137591; 9781351137621Subject(s): Combinatorial analysis | Computer science -- Mathematics | Combinatorics | Discrete Mathematics | MATHnetBASE | SCI-TECHnetBASE | STMnetBASEAdditional physical formats: Print version: : No titleOnline resources: Click here to view.

Contents:

part, I Ingredients / Béla Bajnok -- chapter 1 Number theory / Béla Bajnok -- chapter 2 Combinatorics / Béla Bajnok -- chapter 3 Group theory / Béla Bajnok.

Scope and content: "This book deals with additive combinatorics, a vibrant area of current mathematical research. Additive combinatorics an offspring of combinatorial number theory and additive number theory can be described as the study of combinatorial properties of sumsets in additive structures. It is a rather new field that is just now coming to its own; although some of its results have been known for centuries, many of its fundamental questions have only been settled recently or are still unsolved. For this and many other reasons, additive combinatorics provides an excellent area for research by students of any background: it has intriguing and promising questions for everyone."--Provided by publisher.

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part, I Ingredients / Béla Bajnok -- chapter 1 Number theory / Béla Bajnok -- chapter 2 Combinatorics / Béla Bajnok -- chapter 3 Group theory / Béla Bajnok.

"This book deals with additive combinatorics, a vibrant area of current mathematical research. Additive combinatorics an offspring of combinatorial number theory and additive number theory can be described as the study of combinatorial properties of sumsets in additive structures. It is a rather new field that is just now coming to its own; although some of its results have been known for centuries, many of its fundamental questions have only been settled recently or are still unsolved. For this and many other reasons, additive combinatorics provides an excellent area for research by students of any background: it has intriguing and promising questions for everyone."--Provided by publisher.