Khare, Chandrashekhar B.; Thorne, Jack A. (SpringerMathematische Zeitschrift, 2016)
Let $\textit{F}$ be a totally real field and $\textit{p}$ an odd prime. We prove an automorphy lifting theorem for geometric representations $\rho$ : $\textit{G}_F$ → GL$_2$($\bar{\Bbb Q}_p$) which lift irreducible residual ...