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📚 Unlock the Secrets of Complex Variables!
Functions of One Complex Variable is a comprehensive graduate-level text that explores the theory and applications of complex analysis, providing rigorous yet accessible content for advanced mathematics students.
| Best Sellers Rank | #940,853 in Books ( See Top 100 in Books ) #243 in Calculus (Books) #391 in Mathematical Analysis (Books) |
| Customer Reviews | 4.6 4.6 out of 5 stars (82) |
| Dimensions | 6.4 x 1.1 x 9.3 inches |
| Edition | 2nd |
| ISBN-10 | 0387903283 |
| ISBN-13 | 978-0387903286 |
| Item Weight | 1.49 pounds |
| Language | English |
| Part of series | Graduate Texts in Mathematics |
| Print length | 330 pages |
| Publication date | January 1, 1978 |
| Publisher | Springer |
U**S
Functions of One CO
Great quality book, both the physical material and the content.
E**I
Great book
Functions of One Complex Variable Vol. I is a well-organized textbook preseting basic principles and concepts of Complex Analysis. The text is full of examples, which helps a lot the reader to consolidate some notions and aspects of the theory. Moreover, Conway invited the reader to explore further the results presented through a vast number of exercises in the end of each section. Personally, I only have one bad comment: the exercises do not have many comments or hints. This is very unappealing for the self-taught student of other fields, such as Engineering or Physics.
R**E
Nicely done. Proofs are clear and detailed
Nicely done. Proofs are clear and detailed. the section on covering spaces and monodromy were well done. Conway goes beyond Ahlfoir's excellent classic text in terms of material and sophistication of techniques. However, some important topics, such as modular functions, the Weierstrauss P-function and elliptic functions/curves are omitted from this and vol. II. The treatment of the Mobius group and non-Euclidean geometry is bare-bones, so you'll have to look elsewhere. Supplement this text with Tristam's outstanding Visual Complex Analysis for a full tour de force of the beauty of complex analysis.
B**D
A Classic under Attack
I find myself in the strange position of defending a classic text which has been widely used for several decades. I find the book to be superbly organized and written. It is the text I used in graduate school, and I have used it on at least two occasions when teaching a second course in complex analysis. My students never shared any complaints with me, and it has been my favorite complex analysis text for over 3 decades. I'd conjecture that Professor Conway couldn't care less that a few low-ball ratings here of his text have brought the average rating score down far from where it would otherwise be, but for some reason it does bother me.
Y**A
Worth it!
It is a good book and I am using it everyday for my complex analysis class.
M**H
classic textbook
Bought this a parting gift for a friend of mine.
A**R
Five Stars
Great book, also note it's not John Horton Conway, different Conway.
H**D
Good but complex
The book includes lot of material but some of the proof are done in a way that doesn't offer any insight about the nature of the theorem and just bring a magic function to be applied.
L**S
Perfeito
G**Z
Me lo recomendaron para regalar a un matemático y simplemente le encantó!
J**Z
Conway realizó un trabajo excelente al escribir este libro. Es un poco terso pero con paciencia puedes sacarle provecho al contenido. Lo único que me viene a la mente que no me gustó fue la notación para el conjunto vacío: Conway usa una caja en lugar del símbolo usual.
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