Theory of functions of a complex variable A.I. Markushevich ; rev. English ed., translated and edited by Richard A. Silverman.
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TextPublication details: Providence, RI AMS Chelsea Pub. 2005.Description: 3 v. in 2; Volume I, Part 1: Basic Concepts, Part 2: Differentiation. Elementary Functions, Part 3: Integration. Power Series, Volume II, Part 1: Laurent Series. Calculus of Residues, Part 2: Harmonic and Subharmonic FunctionsPart 3: Entire and Meromorphic Functions, Volume III, Part 1: Conformal Mapping. Approximation Theory, Part 2: Periodic and Elliptic Functions, Part 3: Riemann Surfaces. Analytic Continuation ill. 24 cmISBN: - 082183780X (alk. paper
- 9780821837801
- 515.9 M342T
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| 515.9 L256C Complex analysis | 515.9 L256C Complex analysis | 515.9 M342T Theory of functions of a complex variable | 515.9 M342T Theory of functions of a complex variable | 515.9 M42C Complex Analysis for Mathematics and Engineering | 515.9 M42C Complex Analysis for Mathematics and Engineering | 515.9 M42C Complex Analysis for Mathematics and Engineering |
Includes bibliographical references and index.
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