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Springer Riemann Surfaces: 71 Graduate Texts in Mathematics

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Description

Explore the comprehensive theory of Riemann surfaces with this Springer publication from the Graduate Texts in Mathematics series. This text covers everything from elementary aspects to the frontiers of current research. It provides a detailed treatment of open and closed surfaces, with a specific focus on the compact case. Readers will find the necessary tools to describe the analytic, geometric, and algebraic properties of Riemann surfaces and their associated Abelian varieties. This updated edition includes corrected errors and modern material. It serves as a valuable resource for pure mathematicians and physicists working in string theory and related fields.

Key Features

This Springer text covers Riemann surface theory ranging from elementary concepts to current research frontiers.

The book provides a detailed treatment of both open and closed surfaces with a focus on the compact case.

Users can develop basic tools to describe the algebraic, geometric, and analytic properties of Riemann surfaces.

The material includes descriptions of the Abelian varieties associated with these surfaces.

This updated edition features corrected errors and brings the subject matter up-to-date for modern study.

The content is designed for pure mathematicians and physicists interested in string theory.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
29 October 2012
Listed Since
14 July 2013

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