定价:USD 132.95 装帧:Hardcover ISBN:9780534170882 豆瓣评分 目前无人评价 评价: 写笔记 写书评 加入购书单 分享到 推荐 内容简介· ····· This work departs from earlier treatments of the subject by emphasizing integral formulas, the geom
Functions of several complex variablesThe theory of several complex variables can be studied from several different perspectives. In this book, Steven Krantz approaches the subject from the point of view of a classical analyst, emphasizing its function-theoretic aspects. He has taken particular care ...
FUNCTIONTHEORYOFSEVERALCOMPLEXVARIABLESSECONDEDITIONSTEVENKRANTZAMSCHELSEAPUBLISHINGAmericanMathematicalSociety•ProvidenceRhodeIslandLicensedtoUnivofCalifSanDiego.PreparedonFriJun10:19:30EDT018fordownloadfromIP13.39.180.101/7.18.05.171.Licenseorcopyri
An integral equation involving the confluent hypergeometric function of several complex variables - Srivastava - 1976 () Citation Context ...s When ρ1 =···=ρn = 1, then using the relation (2.12), it immediately yields the following result recently given by Srivastava and Saxena [33], ...
简直太棒了,以后我写数学书要以此为标杆!Greene和Krantz还有一本Function Theory of Several Complex Variables,也列入读书计划。
Mathematics - Complex VariablesWe define an analogue of the Baernstein star function for a meromorphic function f in several complex variables. This function is subharmonic on the upper half-plane and encodes some of the main functionals attached to f.We then characterize meromorphic functions ...
The aim of this present paper is to obtain a general expansion theorem involving H-functions of several complex variables. This is done by making use of a Taylor-like expansion in terms of a rational function obtained by means of fractional derivatives given recently by the authors. Special ...
S. Shekhawat, "An integral involving general polynomials and the H- function of several complex variables", Tamkang Journal of Mathematics, 2005, 36(3), 255-260.Chaurasia, V.B.L. and Shekhawat, A.S.- An integral involving general polynomials and the H- function of several complex ...
for every ω∈Ω. We shall also have occasion later to consider functions of several variables. That is, iff:nR→RandX1,X2, …,Xnare random variables, over the same space Ω, then f(X1,X2,…,Xn)(ω)=f(X1(ω),X2(ω),…,Xn(ω)), ...
1.1.2 Complex function theory Important ideas associated with this aspect of complex number theory were first conceived by Augustin-Louis Cauchy (1789-1857) in a paper written in 1814 that describes the integration of complex functions. Gauss was involved with similar work at the same time that ...