Výsledky vyhledávání - "hypergeometric functions in several variables"

Singularities of hypergeometric functions in several variables Autor Passare, Mikael, Sadykov, Timur, Tsikh, August

“…This paper deals with singularities of nonconfluent hypergeometric functions in several complex variables. Typically such a function is a multi-valued analytic…”
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A Class of Generalized Hypergeometric Functions in Several Variables Autor Yan, Zhimin

“…We study a class of generalized hypergeometric functions in several variables introduced by A. Korânyi…”
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Singularities of Nonconfluent Hypergeometric Functions in Several Variables Autor Passare, Mikael, Sadykov, Timur, Tsikh, August

“…The paper deals with singularities of nonconfluent hypergeometric functions in several variables…”
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A class of generalized hypergeometric functions in several variables Autor Yan, Zhimin

“…We study a class of generalized hypergeometric functions in several variables, $\sb{p}F\sbsp{q}{(d)}$, introduced by A. Koranyi. We prove that $\sb2 F\sbsp{1…”
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Some New Results for the Kampé de Fériet Function with an Application Autor Kim, Insuk, Paris, Richard B., Rathie, Arjun K.

“… The theory of generalized hypergeometric functions in several variables comes from the fact that the solutions of the partial differential equations appearing in a large number of applied problems…”
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Integrable elliptic pseudopotentials Autor Odesskii, A. V., Sokolov, V. V.

“…We construct integrable pseudopotentials with an arbitrary number of fields in terms of an elliptic generalization of hypergeometric functions in several variables…”
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Asymptotics of Statistical Estimates Constructedfrom Censored Samples of Distributions with RegularlyVarying Tails Autor Tikhov, M. S.

“… of $\hat \theta_n$ are described for various values of $\alpha$. Our proofs use properties and asymptotic expansions of the hypergeometric functions in several variables…”
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Integrable pseudopotentials related to elliptic curves Autor Odesskii, Alexander, Sokolov, Vladimir

“…We construct integrable pseudopotentials with an arbitrary number of fields in terms of elliptic generalization of hypergeometric functions in several variables…”
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A note on a certain inverse pair of multiple series identities Autor Raina, R.K., Srivastava, H.M.

“… We also apply our pair of multiple series identities to the generalized Kampé de Fériet hypergeometric function in several variables…”
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