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1. Elliptic Functions
2. The Jacobian Elliptic Functions
3. Conformal Transformation
4. Schlicht Functions
5. The Maximum-Modulus Principle
6. Integral Functions
7. Expansions in Infinite Series
8. Contour Integrals Defining Some Special Functions
Other Titles in the Series in Pure and Applied Mathematics
International Series of Monographs in Pure and Applied Mathematics, Volume 86, Some Topics in Complex Analysis deals with a variety of topics related to complex analysis.
This book discusses the method of comparison, periods of an integral, generalized Joukowski transformations, and Koebe's distortion theorems. The deductions from the maximum-modulus principle, canonical products and genus of an I.F., and Weierstrass's primary factors are also reviewed. This text likewise considers Mittag-Leffler's theorem, summation of series by the calculus of residues, definition of regular functions by integrals, and Riemann zeta function.
This publication is a good reference for students and specialists researching in the field of applied and pure mathematics.
- No. of pages:
- © Pergamon 1966
- 1st January 1966
- eBook ISBN:
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