most citedOn Ramanujan's cubic continued fraction and explicit evaluations of theta-functions

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math.NT2005★ 48 cited

On Ramanujan's cubic continued fraction and explicit evaluations of theta-functions

C. Adiga, T. Kim, M. S. Mahadeva Naika +1

We study Ramanujan's cubic continued fraction and explicit evaluations of theta-functions

math.NT2005★ 1 cited

Transformations of Ramanujan's summation formula and its applications

C. Adiga, N. Anitha, T. Kim

In this paper we obtain some new transformation formula for Ramanujan summation formula and also establish some eta-function identities. we also deduce a q-Gamma function identity,…