Payman L. Kassaei
Published 2011-11-11, updated 2012-07-27Version 2
We prove an analogue of the main result of Buzzard and Taylor (Annals of Mathematics 149 (1999), 905-919) for totally real fields in which p is unramified. This can be used to prove certain cases of the strong Artin conjecture over totally real fields.
On the zeros of sum from n=1 to 00 of lambda_P(n)/n^s
A $q$-continued fraction
Duality of Anderson $t$-motives having $N\ne0$
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