Theorem 2.1 gives a ninth degree analogue of Ramanujan's septic theta identity, with five explicit evaluations of phi(e^-pi sqrt(n)).
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Ninth degree analogue of Ramanujan's septic theta function identity
Theorem 2.1 gives a ninth degree analogue of Ramanujan's septic theta identity, with five explicit evaluations of phi(e^-pi sqrt(n)).