Results 101 to 110 of about 33,042 (127)
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How Ramanujan may have discovered the mock theta functions
Philosophical Transactions Series A, Mathematical, Physical, and Engineering Sciences, 2020George Andrews
exaly
Bilateral series of third and fifth order mock theta functions
International Journal of Number TheoryJing Gu, Hanfei Song, Zhizheng Zhang
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On three third order mock theta functions and Hecke-type double sums
Ramanujan Journal, 2012Eric Mortenson
exaly
PARTIAL SECOND ORDER MOCK THETA FUNCTIONS, THEIR EXPANSIONS AND PADE APPROXIMANTS
Journal of the Korean Mathematical Society, 2007Bhaskar Srivastava
exaly
On mock theta functions of Gordon and McIntosh
Indian journal of pure and applied mathematicsH. Kaur, M. Rana
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Combinatorial interpretations of mock theta functions by attaching weights
Discrete Mathematics, 2018, M Rana
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CERTAIN RELATIONS FOR MOCK THETA FUNCTIONS OF ORDER EIGHT
Communications of the Korean Mathematical Society, 2009Pankaj Srivastava, Maheshwar Pathak
exaly
Partial theta functions and mock modular forms as q-hypergeometric series
Ramanujan Journal, 2012Amanda Folsom +2 more
exaly
Bilateral Mock theta functions of order ``eleven''
The definition of a mock theta function goes back to the work of Ramanujan. Since then several authors have discovered various types of mock theta functions of different order. In this article, the authors obtain eight bilateral mock theta functions of order ``eleven'' as the limiting cases of basic hypergeometric series \(_{6}\Phi_{5}\).Shukla, D. P., Ahmad, M.
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