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De Gruyter Ultrafilters and Topologies on Groups - Math Book

9783110204223

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Description

Explore the deep connection between ultrafilters and topologies on groups with this academic text from the De Gruyter Expositions in Mathematics series. This book provides a detailed look at how ultrafilters assist in constructing topologies on groups with extremal properties, while also demonstrating how topologies on groups help derive important algebraic results regarding ultrafilters. Designed as a self-contained resource, this volume is an essential addition to the library of graduate students and researchers in the field. It covers essential mathematical topics including topological and left topological groups, ultrafilter semigroups, and local homomorphisms and automorphisms. Readers will also find analysis on the ideal structure of betaG, almost maximal spaces, projectives of finite semigroups, and the resolvability of groups. Whether you are studying advanced algebra or specialized topology, this book offers the technical depth required for high-level mathematical research.

Key Features

Covers the relationship between ultrafilters and topologies on groups to help researchers derive algebraic results.

Provides a self-contained study ideal for graduate students and professional researchers in mathematics.

Includes detailed sections on topological and left topological groups and ultrafilter semigroups.

Explores complex topics such as local homomorphisms, automorphisms, and the ideal structure of betaG.

Addresses advanced concepts like almost maximal spaces, projectives of finite semigroups, and group resolvability.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
17 March 2011
Listed Since
19 October 2009

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