Complex Analysis and Integral Transformations: Study Guide and Selected Solutions to Exercises

Author: Su Bianping / Wang Yiping (editors)
Publisher:
Publish Date: 2005-06-01
Features: The content of this book is divided into three parts: Part I, Part II, and Knowledge Points. Part I is on complex functions, consisting of six chapters, with the main content being: complex functions, derivatives, integrals, series, residues, and conformal mappings. Part II is on integral transformations, consisting of two chapters, with the main content being: Fourier transforms and Laplace transforms. Each chapter in both Part I and Part II includes five sections: key points of the chapter, teaching requirements and learning precautions, problem-solving guidance, typical examples, and selected solutions to exercises. The Knowledge Points section covers three aspects: introductions to figures, introductions to disciplines, and introductions to mathematical software. This book can serve as supplementary material for students majoring in related fields at universities and self-learners studying "Complex Functions and Integral Transformations," as well as a teaching reference for instructors teaching the course "Complex Functions and Integral Transformations." It can also be used as a reference for scientific researchers and those writing academic papers.