Is anything known about the analytic continuation of \[ \sum \frac{\mu(n) e^{i n/m}}{n^s}, \] where $\mu(n)$ is the Mobius function, into any region containing $s = 0$?
If I could know any reference on this, I would be very happy.
Thanks.
Is anything known about the analytic continuation of \[ \sum \frac{\mu(n) e^{i n/m}}{n^s}, \] where $\mu(n)$ is the Mobius function, into any region containing $s = 0$?
If I could know any reference on this, I would be very happy.
Thanks.
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