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The fifteenth British Combinatorial Conference took place in July 1995 at the University of Stirling. This volume consists of the papers presented by the invited lecturers at the meeting, and provides an up-to-date survey of current research activity in several areas of combinatorics and its applications. These include distance-regular graphs, combinatorial designs, coding theory, spectra of graphs, and randomness and computation. The articles give an overview of combinatorics that will be extremely useful to both mathematicians and computer scientists.
This volume provides an up-to-date overview of current research across combinatorics,.
The invited lectures given at the 16th. British Combinatorial Conference, July 1997 at Queen Mary and Westfield College.
This volume contains the invited papers presented at the 14th British Combinatorial Conference, held at the University of Keele in July 1993.
Survey articles based on the invited lectures given at the Twenty-first British Combinatorial Conference, first published in 2007.
This volume contains the invited papers presented at the British Combinatorial Conference, held at the University of Surrey in July 1991.
This volume contains nine survey articles based on plenary lectures given at the 28th British Combinatorial Conference, hosted online by Durham University in July 2021. This biennial conference is a well-established international event, attracting speakers from around the world. Written by some of the foremost researchers in the field, these surveys provide up-to-date overviews of several areas of contemporary interest in combinatorics. Topics discussed include maximal subgroups of finite simple groups, Hasse–Weil type theorems and relevant classes of polynomial functions, the partition complex, the graph isomorphism problem, and Borel combinatorics. Representing a snapshot of current developments in combinatorics, this book will be of interest to researchers and graduate students in mathematics and theoretical computer science.
First of two volumes providing a comprehensive guide to mathematical logic.
An introduction to the theory of operator spaces, emphasising applications to C*-algebras.