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Springer A First Course in Complex Analysis - Springer Mathematics Lectures

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Description

A First Course in Complex Analysis by Springer introduces students to complex analysis at the third-year university level with a rigorous approach to foundational concepts. The text begins with the exponential function and systematically covers functions, differentiation, analyticity, and contour integration. Students explore Cauchy's theorems and their applications, Taylor and Laurent series expansions, residue theory, and techniques for computing improper real integrals. The book concludes with an introduction to conformal mapping, equipping readers with practical tools for advanced mathematics. Throughout, geometric properties of complex numbers are emphasised with strong visualisation to build intuitive understanding of abstract concepts. This comprehensive guide is ideal for mathematics students seeking a rigorous yet accessible foundation in complex analysis.

Key Features

Introduces exponential functions early with rigorous mathematical treatment in complex analysis.

Covers Cauchy's theorems and their many consequences for complex integration and analysis.

Explores Taylor and Laurent series expansions alongside residue theory for advanced problem-solving.

Emphasises geometric properties of complex numbers with visualisation throughout the text.

Includes techniques for computing improper real integrals using complex analysis methods.

Provides an introduction to conformal mapping applications in mathematics.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
19 April 2022
Listed Since
01 June 2022

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