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This volume forms a valuable source of information on recent developments in research in combinatorics, with special regard to the geometric point of view. Topics covered include: finite geometries (arcs, caps, special varieties in a Galois space; generalized quadrangles; Benz planes; foundation of geometry), partial geometries, Buekenhout geometries, transitive permutation sets, flat-transitive geometries, design theory, finite groups, near-rings and semifields, MV-algebras, coding theory, cryptography and graph theory in its geometric and design aspects.
Combinatorial analysis --- Analyse combinatoire --- Congresses. --- Congrès --- Congresses --- Combinatorial analysis - Congresses
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Since the classification of finite simple groups was announced in 1980 the subject has continued to expand opening many new areas of research. This volume contains a collection of papers, both survey and research, arising from the 1990 Durham conference in which the excellent progress of the decade was surveyed and new goals considered. The material is divided into eight sections: sporadic groups; moonshine; local and geometric methods in group theory; geometries and related groups; finite and algebraic groups of Lie type; finite permutation groups; further aspects of Lie groups; related topics. The list of contributors is impressive and the subjects covered include many of the fascinating developments in group theory that have occurred in recent years. It will be an invaluable document for mathematicians working in group theory, combinatorics and geometry.
Group theory --- Combinatorial analysis --- Group theory - Congresses. --- Combinatorial analysis - Congresses.
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The object of this book is to provide an account of the results and methods used in combinatorial theories: Graph Theory, Matching Theory, Hamiltonian Problems, Hypergraph Theory, Designs, Steiner Systems, Latin Squares, Coding Matroids, Complexity Theory. In publishing this volume, the editors do not intend to discuss all the classical open problems in combinatorics for which an algebraic approach turns out to be useful. The work is a selection which is intended for specialists, as well as for graduate students who may also be interested in survey papers. The work features a special section
Discrete mathematics --- Combinatorial analysis --- Graph theory --- Congresses --- Combinatorial analysis - Congresses --- Graph theory - Congresses
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Discrete mathematics --- Combinatorial analysis --- Analyse combinatoire --- Congresses. --- Congrès --- Congresses --- Congrès --- Combinatorial analysis - Congresses
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Graph theory. --- Combinatorial analysis. --- Graphs --- Combinatorial analysis --- Graph theory --- Graph theory - Congresses --- Combinatorial analysis - Congresses
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Discrete mathematics --- Combinatorial analysis --- Analyse combinatoire --- Congresses --- Congrès --- -Combinatorics --- Algebra --- Mathematical analysis --- Congresses. --- -Congresses --- Congrès --- Combinatorial analysis - Congresses
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Covering a wide range of Random Graphs subjects, this volume examines series-parallel networks, properties of random subgraphs of the n-cube, random binary and recursive trees, random digraphs, induced subgraphs and spanning trees in random graphs as well as matchings, hamiltonian cycles and closure in such structures. Papers in this collection also illustrate various aspects of percolation theory and its applications, properties of random lattices and random walks on such graphs, random allocation schemes, pseudo-random graphs and reliability of planar networks. Several open problems
Discrete mathematics --- Combinatorial analysis --- Random graphs --- Probabilities --- Congresses --- Graphs, Random --- Graph theory --- Random graphs - Congresses --- Probabilities - Congresses --- Combinatorial analysis - Congresses
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