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Book Categories |
Foreword | ||
Introduction | ||
Ch. 1 | Preliminaries to Complex Analysis | 1 |
Ch. 2 | Cauchy's Theorem and Its Applications | 32 |
Ch. 3 | Meromorphic Functions and the Logarithm | 71 |
Ch. 4 | The Fourier Transform | 111 |
Ch. 5 | Entire Functions | 134 |
Ch. 6 | The Gamma and Zeta Functions | 159 |
Ch. 7 | The Zeta Function and Prime Number Theorem | 181 |
Ch. 8 | Conformal Mappings | 205 |
Ch. 9 | An Introduction to Elliptic Functions | 261 |
Ch. 10 | Applications of Theta Functions | 283 |
App. A | Asymptotics | 318 |
App. B | Simple Connectivity and Jordan Curve Theorem | 344 |
Notes and References | 365 | |
Bibliography | 369 | |
Symbol Glossary | 373 | |
Index | 375 |
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Add Complex Analysis, Complex analysis can be a difficult subject and many introductory texts are just too ambitious for today's students. This book takes a lower starting point than is traditional and concentrates on explaining the key ideas through worked examples and inform, Complex Analysis to the inventory that you are selling on WonderClubX
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Add Complex Analysis, Complex analysis can be a difficult subject and many introductory texts are just too ambitious for today's students. This book takes a lower starting point than is traditional and concentrates on explaining the key ideas through worked examples and inform, Complex Analysis to your collection on WonderClub |