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Some studies on modular relations for the Rogers - Ramanujan type functions and q-continued fractions

By: Surekha, M. SContributor(s): Adiga, Chandrashekar [guide]Material type: Text

TextLanguage: English Description: vi, 118 p. : ill. ; 32 cmSubject(s): Ramanujan's continued fraction | Two triangular numbersDDC classification: 512.7 SUR Dissertation note: Ph.D University of Mysore, Department of Studies in Mathematics. 2015.

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Item type	Current library	Call number	Status	Date due	Barcode
Thesis	Mysore University Main Library	512.7 SUR (Browse shelf (Opens below))	Not for loan		T7982

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Previous	512.7 ROY Real analysis	512.7 STI Elements of number theory /	512.7 SUR Surveys in number theory	512.7 SUR Some studies on modular relations for the Rogers - Ramanujan type functions and q-continued fractions	512.7 TEN Introduction to analytic and probabilistic number theory	512.7 THO Systems and roots	512.7 WAL From number theory to physics /	Next

Ph.D University of Mysore, Department of Studies in Mathematics. 2015.

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