Generalized Hypergeometric Functions (Oxford Mathematical Monographs) 🔍
Bernard M. Dwork New York : Clarendon Press, Oxford University Press, Oxford mathematical monographs, Oxford [England], New York, England, 1990
英语 [en] · PDF · 4.7MB · 1990 · 📘 非小说类图书 · 🚀/lgli/lgrs/nexusstc/zlib · Save
描述
Hypergeometric functions have occupied a significant position in mathematics for over two centuries. This monograph, by one of the foremost experts, is concerned with the Boyarksy principle which expresses the analytic properties of a certain proto-gamma function. The author develops a theory which is broad enough to encompass several of the most important hypergeometric functions in the literature and their cohomology. A central theme is the development of the Laplace transform in this context and its application to spaces of functions associated with hypergeometric functions. Consequently, this book represents a significant further development of the theory and demonstrates how the Boyarksy principle may be given a cohomological interpretation. The author includes an exposition of the relationship between this theory and Gauss sums and generalized Jacobi sums, and explores the theory of duality which throws new light on the theory of exponential sums and confluent hypergeometric functions
备用文件名
lgrsnf/A:\usenetabtechnical\Generalized Hypergeometric Functions - B. Dwork (Clarendon, 1990) WW.pdf
备用文件名
nexusstc/Generalized hypergeometric functions/105aa5683bdcc13c7e1c220a36af3154.pdf
备用文件名
zlib/Mathematics/Bernard M Dwork/Generalized hypergeometric functions_2059085.pdf
备选作者
Dwork, Bernard
备用出版商
IRL Press at Oxford University Press
备用出版商
Oxford Institute for Energy Studies
备用出版商
German Historical Institute London
备用版本
United Kingdom and Ireland, United Kingdom
备用版本
1, 1990
元数据中的注释
usenet tech -- 2012-06
元数据中的注释
lg904827
元数据中的注释
{"isbns":["0198535678","9780198535676"],"last_page":98,"publisher":"Clarendon","series":"Oxford mathematical monographs"}
元数据中的注释
Includes bibliographical references (p. [180]-181) and indexes.
备用描述
Hypergeometric functions have occupied a significant position in mathematics for over two centuries. This monograph is concerned with the Boyarsky principle which expresses the analytic properties of a certain proto-gamma function.
备用描述
Bernard Dwork. Includes Bibliographical References (p. [180]-181) And Indexes.
开源日期
2013-03-30
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