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On Generalized Integrals and Ramanujan-Jacobi Special Functions (1309.7247v5)
Published 25 Sep 2013 in math.GM
Abstract: In this article we consider new generalized functions for evaluating integrals and roots of functions. The construction of these generalized functions is based on Rogers-Ramanujan continued fraction, the Ramanujan-Dedekind eta, the elliptic singular modulus and other similar functions. We also provide modular equations of these new generalized functions and remark some interesting properties.
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