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Springer Topics in Groups and Geometry Mathematics Book

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Description

Explore advanced mathematical concepts with Topics in Groups and Geometry by Springer. This monograph provides a detailed exposition of geometric group theory, drawing inspiration from Gromov's work. The text covers classical theorems on nilpotent and solvable groups, alongside a fundamental study of group growth and asymptotic cones. Readers will find a comprehensive discussion on diverse subjects including amenability, random walks on groups, and hyperbolic geometry. The content explores dimension theory, the Burnside problem, and the use of filters and ultrafilters. All results are unified under the theme of Gromov's theorem, specifically focusing on how finitely generated groups of polynomial growth function within these mathematical frameworks.

Key Features

This Springer monograph provides a detailed study of geometric group theory and its various applications.

The text includes classical theorems regarding nilpotent groups and solvable groups for advanced mathematical study.

Gain insights into the growth of groups and the detailed properties of asymptotic cones.

Explore diverse topics such as amenability, hyperbolic geometry, and the Burnside problem.

The book covers specialized subjects including random walks on groups and dimension theory.

Learn about the mathematical applications of filters and ultrafilters within geometric group theory.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
24 November 2022
Listed Since
27 October 2022

Barcode

No barcode data available

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