This book has had a wide impact on the field of complex analysis. The author takes a unique approach and uses rich illustrations to display various concepts, theorems and proof ideas, which is very easy for readers to understand and fully reveals the mathematical beauty of complex analysis. The book covers complex functions as transformations, Möbius transformations, differential calculus, non-Euclidean geometry, wraparound numbers, complex integrals, Cauchy's formula, vector fields, harmonic functions, etc.
Reader comments
I have been married for many years and have a busy life and work, but this book made me feel the joy of learning again. Moreover, the content in the book is also very thoughtfully organized, with unified numbers for easy reference. I particularly like the introduction to historical development. It feels like I am chatting with those great mathematicians. All in all, this is a good book worth recommending!
The translation is not ideal, and the words do not convey the meaning in some places, but the book is still a good book.
I have been married for many years and have a busy life and work, but this book made me feel the joy of learning again. Moreover, the content in the book is also very thoughtfully organized, with unified numbers for easy reference. I particularly like the introduction to historical development. It feels like I am chatting with those great mathematicians. All in all, this is a good book worth recommending!
The translation is not ideal, and the words do not convey the meaning in some places, but the book is still a good book.