000			01739nam a22002897a 4500
999			_c21756 _d21756
003			ZW-GwMSU
005			20190620104215.0
008			111201t xxu||||| |||| 00| 0 eng d
020			_a070843821
040			_cMSU _arda _bEnglish
041			_aeng
100			_aSpiegel, Murray R. _93975 _eauthor
245			_aSchaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application _ccreated by Murray R Spiegel
250			_aSI (Metric)
260			_aSingapore _bMcGraw-Hill _c1974
300			_a313 pages _billustrations _c28cm
336			_2rdacontent _atext
337			_2rdamedia _aunmediated _bn
338			_2mediacarrier _avolume _bnc
490			_aSchaum's outline series
504			_aIncludes index.
505			_aChapter 1 - Complex numbers, 2 - Functions, limits and continuity, 3 - Complex differentiation and the Cauchy Riemann equations, 4 - Complex integration and Cauchy's theorem, 5 - Cauchy's integral formulas and related theorems, 6 - Infinite series. Taylor's and Laurent series, 7 - The residue theorem: evaluation of integrals and series, 8 - Conformal mappings, 9 - Physical applications of conformal mapping, 10 - Special topics.
520			_aThis book is designed for use as a supplement to all current standard texts or as a textbook for a formal course in complex variable theory and applications. It should also be of considerable value to those taking courses in mathematics, physics, aerodynamics, elasticity or any of the numerous other fields in which complex variable methods are employed.
650			_aFunctions of complex variables _xProblems exercises _93976
650			_aConformal mapping _xProblems exercises _93977
942			_2lcc _cB