This comprehensive book provides an in-depth exploration of complex analysis and transform techniques, essential topics in advanced mathematics and engineering. Beginning with the fundamentals of complex numbers, analytic functions, and contour integration, the book progresses to advanced topics like Laurent series, residues and conformal mapping.
In the second part, transform methods such as Laplace, Fourier, and Z-transforms are covered, emphasizing their applications in solving differential equations, signal processing, and control systems. With a clear, structured approach, numerous examples and step-by-step explanations, this book serves as a valuable resource for students, engineers and researchers.
Whether you are studying for an exam or applying these concepts in real-world problems, "Complex Analysis and Transforms" is your go-to guide for mastering these crucial mathematical tools.