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This volume is the proceedings of a conference on Finite Geometries, Groups, and Computation that took place on September 4-9, 2004, at Pingree Park, Colorado (a campus of Colorado State University). Not accidentally, the conference coincided with the 60th birthday of William Kantor, and the topics relate to his major research areas. Participants were encouraged to explore the deeper interplay between these fields. The survey papers by Kantor, O'Brien, and Penttila should serve to introduce both students and the broader mathematical community to these important topics and some of their connect
Finite geometries --- Finite groups --- Algorithms --- Geometries, Finite --- Combinatorial geometry --- Finite geometries, finite groups.
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Translation generalized quadrangles play a key role in the theory of generalized quadrangles, comparable to the role of translation planes in the theory of projective and affine planes. The notion of translation generalized quadrangle is a local analogue of the more global "Moufang Condition", a topic of great interest, also due to the classification of all Moufang polygons. Attention is thus paid to recent results in that direction, but also many of the most important results in the general theory of generalized quadrangles that appeared since 1984 are treated. Translation Generalized Qu
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Originally published in 1981, this collection of 33 research papers follows from a conference on the interwoven themes of finite Desarguesian spaces, Steiner systems, coding theory, group theory, block designs, generalized quadrangles, and projective planes. There is a comprehensive introduction, which aims to interest the non-specialist in the subject and which indicates how the contributions fit together. This is a field of research pursued both for its intrinsic interest and its applications. These papers include a number of open problems whose statement requires very little mathematical sophistication.
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Finite geometry and combinatorics is the art of counting any phenomena that can be described by a diagram. Everyday life is full of applications; from telephones to compact disc players, from the transmission of confidential information to the codes on any item on supermarket shelves. This is a collection of thirty-five articles on covering topics such as finite projective spaces, generalized polygons, strongly regular graphs, diagram geometries and polar spaces. Included here are articles from many of the leading practitioners in the field including, for the first time, several distinguished Russian mathematicians. Many of the papers contain important new results and the growing use of computer algebra packages in this area is also demonstrated.
Finite geometries --- Combinatorial analysis --- Mathematics --- Physical Sciences & Mathematics --- Algebra --- Congresses --- Congresses. --- Mathematical Sciences --- General and Others --- Combinatorial geometry --- Geometric combinatorics --- Geometrical combinatorics --- Geometries, Finite --- Discrete geometry
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This volume presents up-to-date research on finite geometries and designs, a key area in modern applicable mathematics. An introductory chapter discusses topics presented in each of the main chapters, and is followed by articles from leading international figures in this field. These include a discussion of the current state of finite geometry from a group-theoretical viewpoint, and surveys of difference sets and of small embeddings of partial cycle systems into Steiner triple systems. Also presented are successful searches for spreads and packing of designs, rank three geometries with simplicial residues and generalized quadrangles satisfying Veblen's Axiom. In addition, there are articles on new 7-designs, biplanes, various aspects of triple systems, and many other topics. This book will be a useful reference for researchers working in finite geometries, design theory or combinatorics in general.
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Analytical spaces --- Eindige meetkunden --- Espaces vectoriels --- Finite geometries --- Geometries finies --- Vector spaces --- Vectorruimten --- Finite geometries. --- Vector spaces. --- 51 --- Linear spaces --- Linear vector spaces --- Algebras, Linear --- Functional analysis --- Vector analysis --- Geometries, Finite --- Combinatorial geometry --- Mathematics --- 51 Mathematics
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Geometry --- Finite generalized quadrangles. --- Finite geometries. --- Rings (Algebra) --- Finite generalized quadrangles --- Finite geometries --- Algebraic rings --- Ring theory --- Algebraic fields --- Geometries, Finite --- Combinatorial geometry --- Generalized quadrangles, Finite --- Quadrangles, Generalized finite
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Buildings (Group theory) --- Finite geometries. --- Finite groups. --- Finite geometries --- Finite groups --- Groups, Finite --- Group theory --- Modules (Algebra) --- Geometries, Finite --- Combinatorial geometry --- Theory of buildings (Group theory) --- Tits's theory of buildings (Group theory) --- Linear algebraic groups --- Buildings (Group theory).
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Finite groups --- Finite geometries --- 512.54 --- Groups, Finite --- Group theory --- Modules (Algebra) --- Geometries, Finite --- Combinatorial geometry --- Groups. Group theory --- 512.54 Groups. Group theory --- Groupes finis --- Geometrie --- Geometrie finie
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