427 Thackeray Hall
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In this talk, we find rational zeta series with ζ(2n) in terms of ζ(2k+1) and β(2k), the Dirichlet beta function. We then develop a certain family of generalized rational zeta series using the generalized Clausen function and use those results to discover a second family of generalized rational zeta series.
The article on which this talk is based is available at https://arxiv.org/abs/1606.04850