MODULAR IDENTITIES AND EXPLICIT VALUES OF A CONTINUED FRACTION OF ORDER TWELVE
In this paper, we present five new identities providing relations between continued fractions of order twelve and the continued fractions and We also give new approach for relations between and the continued fractions which are due to Naika, Dharmendra and Shivashankar. We also establish general theorems for explicit evaluations of by parametrization and give examples.
Ramanujan?s theta-functions, Ramanujan?s continued fraction, modular equations, explicit values.