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Meta
Tag Archives: Barnett-Lamb
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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1 Comment
New Results in Modularity, Part II
This is part two of series on work in progress with Patrick Allen, Ana Caraiani, Toby Gee, David Helm, Bao Le Hung, James Newton, Peter Scholze, Richard Taylor, and Jack Thorne. Click here for Part I It has been almost … Continue reading →
Posted in Mathematics
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Tagged Ana Caraiani, Andrew Wiles, Bao Le Hung, Barnett-Lamb, Barry Mazur, BLGGT, Breuil, Colmez, David Geraghty, David Helm, David Savitt, Diamond, Jack Thorne, James Newton, Ken Ribet, Laurent Clozel, Mark Kisin, Matthew Emerton, Michael Harris, Modularity, p-adic Langlands, Patrick Allen, Peter Scholze, RLT, Shekar Khare, Skinner, Taylor-Wiles, The Hawk, Toby Gee, Vytas Paskunas, Wintenberger
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7 Comments