Author: Nida
Publisher:
Publish Date: 2007-02-01
Features: This book is one of the more influential works in the field of complex analysis in recent years. The author uses a wealth of examples to illustrate various concepts, theorems, and proof ideas, making it very convenient for readers to understand and fully revealing the mathematical beauty of complex analysis. The book covers topics such as geometry, transformations of complex functions, M?bius transformations, differentiation, non-Euclidean geometry, complex integration, the Cauchy formula, vector fields, complex integration, and harmonic functions. This book can be used as a textbook or reference for undergraduate and graduate complex analysis courses.
Complex Analysis Visualization Methods - (English Version)
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