Abstract
A continued fraction C(-q,q) is defined as a special case of a general continued fraction F(a,b,c,{$\lambda$}q), which we have considered earlier in a separate paper. This continued fraction is also a special case of Ramanujan's continued fraction. In this paper we have found some very interesting q-identities and some identities analogous to identities given by Ramanujan involving G(-q,q) and H(-q,q) and one identity which gives the square of a continued fraction.
Citation
Bhaskar Srivastava. "Some {$q$}-identities associated with Ramanujan's continued fraction." Kodai Math. J. 24 (1) 36 - 41, 2001. https://doi.org/10.2996/kmj/1106157293
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