Providing a cohesive reference for advanced undergraduates, graduate students and even experienced researchers, this text contains both introductory and advanced material in extremal graph theory, hypergraph theory and Ramsey theory. Along the way, the book includes many modern proof techniques in the field such as the probabilistic method and algebraic methods. Several recent breakthroughs are presented with complete proofs, for example, recent results on the sunflower problem, and off-diagonal and geometric Ramsey theory. It is perhaps unique in containing material on both hypergraph regularity and containers. Featuring an extensive list of exercises, the text is suitable as a teaching text for a variety of courses in extremal combinatorics. Each of the two parts can form the basis of separate courses, and the majority of sections are designed to match the length of a single lecture.

About the Authors

Dhruv Mubayi is Professor in the Department of Mathematics, Statistics, and Computer Science at the University of Illinois Chicago. He has published over 150 research papers in combinatorics, received research fellowships from the Sloan, Simons, and Humboldt foundations and is a Fellow of the American Mathematical Society.

Jacques A. Verstraete is Professor of Mathematics at the University of California, San Diego. His research is in extremal combinatorics and Ramsey theory. He is a recipient of awards including an Alfred Sloan Research Fellowship and Frontiers of Science Award.

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