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Cambridge University Press Cambridge LMS 248 Tame Topology and o-minimal Mathematics

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Description

Explore the theory of o-minimal structures with this volume from the London Mathematical Society Lecture Note Series. Published by Cambridge University Press, this text provides a self-contained treatment of the subject from geometric and topological perspectives. It serves as an efficient generalization of semialgebraic and subanalytic geometry, making complex concepts more accessible. Designed for readers with only rudimentary algebra and analysis knowledge, the book offers a clear introduction and overview. It covers essential mathematical topics including the monotonicity theorem, cell decomposition, and the Euler characteristic within the o-minimal setting. These notes demonstrate how these specific notions are easier to handle through the lens of o-minimal structures.

Key Features

This London Mathematical Society Lecture Note Series volume 248 provides a self-contained treatment of o-minimal structures.

The text by Cambridge University Press offers a geometric and topological viewpoint for studying mathematical theory.

Readers can study the monotonicity theorem and cell decomposition using a framework that simplifies complex notions.

The content covers the Euler characteristic in the o-minimal setting to show how these concepts are easier to handle.

This mathematical book is written for those with only rudimentary knowledge of algebra and analysis.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
12 January 2008
Listed Since
08 January 2007

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