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Meta
Tag Archives: van Geemen
Potential Automorphy for GL(n)
Fresh on the arXiv, a nice new paper by Lie Qian proving potential automorphy results for ordinary Galois representations \(\rho: G_F \rightarrow \mathrm{GL}_n(\mathbf{Q}_p)\) of regular weight \([0,1,\ldots,n-1]\) for arbitrary CM fields \(F\). The key step in light of the 10-author … Continue reading →
Posted in Mathematics
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Tagged 10-author paper, Avner Ash, Barnett-Lamb, BLGGT, Chandrashekhar Khare, Dan Grayson, David Geraghty, Dwork, Gerd Faltings, Jean-Pierre Wintenberger, Lie Qian, Michael Harris, Nicholas Shepherd-Barron, Potential Automorphy, Richard Taylor, Serre, Toby Gee, Top, van Geemen
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