Ramanujan's explicit values for the classical theta‐function

where K' = K(k') and k' = y/l-k is the complementary modulus. Thus, an evaluation of any one of the functions \q) [1, p. 102].) In the literature more attention has been devoted to determining 2F\ and K(k). In particular, using the Selberg-Chowla formula, I. J. Zucker [23] evaluated K when K'/K=y/%, when X is a positive integer such that 1

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