I have recently derived the following result: for any odd positive integer $k$, one of $\zeta(k)$ and $\zeta(k,2/3)$ is irrational.
I cannot find this result anywhere. Is it already known?
Thank you for any information.
I have recently derived the following result: for any odd positive integer $k$, one of $\zeta(k)$ and $\zeta(k,2/3)$ is irrational.
I cannot find this result anywhere. Is it already known?
Thank you for any information.
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This can be found in "On the Hurwitz Function for Rational Arguments", by V. Adamchik, https://viterbi-web.usc.edu/~adamchik/articles/AMC.pdf