Automorphisms of First-Order Structures (Oxford Science Publications) 1st Edition by Richard Kaye (PDF)

Description

This superb survey of the study of mathematical structures details how both model theoretic methods and permutation theoretic methods are useful in describing such structures. In addition, the book provides an introduction to current research concerning the connections between model theory and permutation group theory. Comprised of a collection of articles–some introductory, some more in-depth, and some containing previously unpublished research–the book will prove invaluable to graduate students meeting the subject for the first time as well as to active researchers studying mathematical logic and permutation group theory.

User’s Reviews

Editorial Reviews: Review “An introduction to and a survey of several interrelated parts of model theory and the theory of permutation groups, supplemented by a numer of research papers in which the themes of the book are particularly prominent. . . .enhanced by the extensive and explicit cross-referencing between the various independently authored chapters, and a very well-designed index. . . .It provides a sketch of the model theorist’s current interpretation of the idea that mathematics is, among other things, the study of symmetry.”–Journal of Symbolic Logic About the Author Richard Kaye is at The University, Edgbaston, Birmingham. Dugald Macpherson is at Queen Mary and Westfield College, London.

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