£46.10

Springer - From Classical L-Functions to Modern Reciprocity Laws

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Description

Advance your understanding of number theory with this specialized volume from the Graduate Texts in Mathematics series. This text provides a smooth transition from basic number theory concepts into advanced graduate topics, specifically focusing on the Langlands program. It serves as a self-contained resource designed to support students and professionals navigating the complexities of mathematical theory. Whether you are an instructor teaching analytic number theory or a student beginning your graduate studies, this book offers a structured learning path. The content is accessible to mathematically mature advanced undergraduates while providing the depth required for first and second year graduate students. By bridging the gap between classical methods and modern reciprocity laws, this Springer publication acts as a comprehensive guide for anyone pursuing higher-level mathematical research.

Key Features

Provides a smooth transition from basic number theory to advanced graduate topics regarding the Langlands program.

Acts as a self-contained resource for number theorists and instructors teaching analytic number theory.

Tailored for first and second year graduate students interested in deep number theory studies.

Offers accessible content for mathematically mature advanced undergraduates looking to progress.

Includes a copious number of exercises and examples to guide the reader through complex mathematical concepts.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
03 January 2026
Listed Since
16 July 2025

Barcode

No barcode data available

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