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Serre's conjectures for $\Q(\sqrt{13})$
Luis Dieulefait, Ariel Pacetti
Source abstract
The present article proves (assuming GRH and a minor technical result) the veracity of Serre's conjectures for the field $\Q(\sqrt{13})$. In doing so, we prove a ``reduction to level 1'' result that holds for any real quadratic field with narrow class number one. However we can only establish the needed base cases for $\Q(\sqrt{13})$.
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