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A study of the theory of basic hypergeometric series and applied topics

By: Narasimha Murthy, KContributor(s): Somashekara, D. D [guide ]Material type: Text

TextLanguage: English Description: v, 117 p. : ill. ; 32 cmSubject(s): Ramanujan theorem | Theorems | Finite forms--Reciprocity theoremsDDC classification: 515.55 NAR Dissertation note: Ph.D University of Mysore, Department of Studies in Mathematics. 2013.

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Item type	Current library	Call number	Status	Date due	Barcode
Thesis	Mysore University Main Library	515.55 NAR (Browse shelf (Opens below))	Not for loan		T6919

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Previous	515.5 HEL Integralgeichungen und gleichungen mit unendlichvielen unbekannten	515.5 TRI Integral equations	515.52 GAM Introduction to vector spaces :	515.55 NAR A study of the theory of basic hypergeometric series and applied topics	515.55 RAJ Some studies in theory of hypergeometric series, continued fractions and modular equations motivated by the works of Ramanujan	515.55 RAJ A study on q-series, continued fractions and modular equations motivated by the works of S. Ramanujan	515.55 SHA Studies on mathematical analysis of orthogonal polynomials	Next

Ph.D University of Mysore, Department of Studies in Mathematics. 2013.

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