Dear Support,
There are several calculators in reference/lfunctions.html for L-
functions. However, I am not quite sure what to do if I want a
"Dirichlet series" coming not from a character nor an elliptic curve,
e.g. sum mu(n)/n^s for the Moebius mu function. I tried
sage: L = Dokchitser(conductor=1, gammaV=[0], weight=1, eps=1)
sage: L.init_coeffs('moebius(k)')
as a very naive try but doesn't seem to evaluate. In particular I'm
not sure whether a conductor has relevance for this - does it come
from an EC after all?
I honestly don't know how to input this sort of thing into Sage. I
mostly want to just evaluate it at various points, though showing that
L*zeta(s)=1 symbolically as well would be very nice!
Thanks for any help!
- kcrisman
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