Complex Analysis and Special Functions 1st Edition

Complex Analysis and Special Functions (1st Edition) by Valery Serov and Markus Harju is a compelling, modern treatment of two foundational pillars of advanced mathematics. Ideal for graduate students, researchers, and applied scientists, this volume brings precision and clarity to topics essential for mathematical physics, engineering, and computational analysis.

Begin with a clear, accessible exposition of complex function theory—analytic functions, contour integration, residue calculus and conformal mapping—progressing naturally into the rich landscape of special functions. Detailed chapters on the Gamma and Beta functions, Bessel and Hankel functions, hypergeometric functions, Legendre and orthogonal polynomials, and asymptotic methods combine rigorous proofs with worked examples. Emphasis on applications demonstrates how these tools solve boundary-value problems, spectral equations, and applied modeling tasks.

Readers will appreciate the book’s balanced approach: theoretical depth for researchers and practical guidance for engineers and physicists. Carefully chosen examples, problem sets, and illustrative figures make difficult concepts approachable while preserving mathematical rigor. The clear notation and structured layout support classroom adoption and individual study alike.

Whether you’re studying at a university in North America, Europe, or Asia, or working in industry, this 1st Edition is a reliable reference for both learning and reference. Strengthen your analytical toolbox with a text that connects theory to real-world problems.

Order your copy today to deepen your understanding of complex analysis and special functions—and bring robust, proven techniques to your research and applications.

Note: eBooks do not include supplementary materials such as CDs, access codes, etc.