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Springer L-Functions: An Elementary Introduction - Springer UNITEXT 171

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Description

This accessible introduction to L-functions emphasises their central role in number theory and direct applications to key mathematical results. Designed for readers with minimal background knowledge, the book provides a clear pathway into the subject by describing several important classes of L-functions including Riemann and Dedekind zeta functions, Dirichlet L-functions, and Hecke L-functions for characters with finite image. All are presented as special cases of Artin's construction of the L-function of a Galois representation, creating a unified framework for understanding these fundamental objects in modern mathematics and their practical significance in number theory.

Key Features

Elementary introduction to L-functions theory covering Riemann, Dedekind, Dirichlet and Hecke L-functions for comprehensive mathematical understanding.

Part of Springer's UNITEXT series (volume 171), providing structured academic content designed for university-level mathematics education.

Demonstrates how all major L-function classes arise as special cases of Artin's Galois representation construction.

Emphasises direct applications of L-functions to key results in number theory with practical problem-solving focus.

Accessible presentation requiring minimal prerequisite background, making advanced number theory concepts available to students new to the field.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
27 April 2025
Listed Since
16 January 2025

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