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Analogue of Ramanujan's function for the continued fraction of order six
The Ramanujan's function is defined as ,
where is the Rogers-Ramanujan continued fraction. Inspired by the
recent work of Park (2023) about the analogue of function for the
Ramanujan cubic continued fraction, we study certain modular and arithmetic
properties of the function , where is the
continued fraction of order six introduced by Vasuki, Bhaskar and Sharath
(2010). We consider to be an analogue of for the continued
fraction