Schaum's outlines : complex variables : with an introduction to conformal mapping and its applications / Murray R. Spiegel ... [et al.].
Material type:
TextSeries: Schaum's outline series: Publisher: Lahore : Jahangir Books, c1999Description: 313 p. : ill. ; 28 cmISBN: 9780071615693 (alk. paper); 0071615695 (alk. paper)Other title: Complex variablesSubject(s): Functions of complex variables | Functions of several complex variablesDDC classification: 515.9 LOC classification: QA331.7 | .S33 2009
Contents:
Complex numbers -- Functions, limits, and continuity -- Complex differentiation and the Cauchy-Riemann equations -- Complex integration and Cauchy's theorem -- Cauchy's integral formulas and related theorems -- Infinite series Taylor's and Laurent's series -- The residue theorem evaluation of integrals and series -- Conformal mapping -- Physical applications of conformal mapping -- Special topics.
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School of Civil and Environmental Engineering (SCEE) | School of Civil and Environmental Engineering (SCEE) | 515.9 SPI (Browse shelf) | Available | NIT-BB1244 | ||
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School of Civil and Environmental Engineering (SCEE) | School of Civil and Environmental Engineering (SCEE) | 515.9 SPI (Browse shelf) | Available | NIT-BB1245 | ||
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School of Civil and Environmental Engineering (SCEE) | School of Civil and Environmental Engineering (SCEE) | 515.9 SPI (Browse shelf) | Available | NIT-BB1246 | ||
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School of Civil and Environmental Engineering (SCEE) | School of Civil and Environmental Engineering (SCEE) | 515.9 SPI (Browse shelf) | Available | NIT-BB1249 | ||
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School of Civil and Environmental Engineering (SCEE) | School of Civil and Environmental Engineering (SCEE) | 515.9 SPI (Browse shelf) | Available | NIT-BB1251 | ||
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School of Civil and Environmental Engineering (SCEE) | School of Civil and Environmental Engineering (SCEE) | 515.9 SPI (Browse shelf) | Checked out | 10/31/2019 | NIT-BB1273 | |
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Total holds: 0
Includes index.
Complex numbers -- Functions, limits, and continuity -- Complex differentiation and the Cauchy-Riemann equations -- Complex integration and Cauchy's theorem -- Cauchy's integral formulas and related theorems -- Infinite series Taylor's and Laurent's series -- The residue theorem evaluation of integrals and series -- Conformal mapping -- Physical applications of conformal mapping -- Special topics.
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