Description

This textbook is meant for undergraduate course in complex analysis. Students can easily use the book for self-study because of the lucid explanations given for mathematical proofs. A large number of geometrical arguments have also been given since many concepts in complex analysis are geometrical in nature. FEATURES Comprehensive coverage of Taylor series, Laurent series and Jacobi elliptic functions Detailed explanation of Cauchy's theorem, harmonic functions and logarithms Over 200 examples and exercises R. Roopkumar is associated with the Department of Mathematics, Alagappa University, Karaikudi. Cover image Zimiter. Shutterstock