Derives formulas for Koshliakov zeta functions at integer values, recovers Euler-Ramanujan zeta results in the p to infinity limit, and introduces p-analogues of Eisenstein series transformations and Ramanujan polynomials with functional equations.
Dixit,Recent developments pertaining to Ramanujan’s formula for odd zeta values, Expositiones Mathematicae 42 (5) (2024), 125602
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On special values of Koshliakov zeta functions
Derives formulas for Koshliakov zeta functions at integer values, recovers Euler-Ramanujan zeta results in the p to infinity limit, and introduces p-analogues of Eisenstein series transformations and Ramanujan polynomials with functional equations.