Complex Variables - Differentiation and Integration of Complex Functions (Engineering Math Series Book 4)

The Blue Book series on engineering mathematics includes Fourier Analysis (vol. 1), Laplace Transform (vol. 2), Vector Calculus (vol. 3), and Complex Variables (vol. 4).
In this volume, you will learn about the following:
● Basic Concepts of Complex Functions
● Properties of Complex Functions - Limits, Continuity, etc.
● Differentiation of Complex Functions - Analytic Functions, etc.
● Integration of Complex Functions - Cauchy's Integral Theorem, Infinite Series, etc.
● Conformal Mapping - Mapping of Analytic Functions
Complex Variables deals with the properties of functions of complex variables and is applied to problem-solving in engineering and related fields. In this book, we have focused on explanations, examples, and exercises to facilitate easy understanding for learners, striving to present the material comprehensively without skipping or omitting equations whenever possible.
However, it is important to note that this book is aimed at engineering majors and may not delve into rigorous mathematical proofs and concepts. Additionally, we have prepared this book as a supplementary textbook for studying engineering mathematics, allowing readers to quickly review content and check exercise solutions.
While we have meticulously reviewed the content of this book, there may still be errors. We will update the book promptly upon discovery. (We understand that most e-book platforms automatically update purchased books on the reader's smartphone or tablet, or display update notifications.)

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