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Tag Archives: Gonzalo Tornaría
Abelian Surfaces are Potentially Modular
Today I wanted (in the spirit of this post) to report on some new work in progress with George Boxer, Toby Gee, and Vincent Pilloni. Edit: The paper is now available here. Recal that, for a smooth projective variety X … Continue reading →
Posted in Mathematics
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Tagged Abelian Surfaces, Ana Caraiani, Andrew Wiles, Ariel Pacetti, Armand Brumer, Benoit Stroh, Betti cohomology, coherent cohomology, Cris Poor, David Geraghty, David Yuen, etale cohomology, George Boxer, Gonzalo Tornaría, Hasse-Weil Conjecture, Higher Hida Theory, IAS, Jacques Tilouine, John Voight, Kevin Buzzard, Kris Klosin, Langlands, Maass Forms, Payman Kassaei, Peter Scholze, RLT, Shekar Khare, Shepherd-Barron, Shu Susaki, Tetrachotomy, Tobias Berger, Toby Gee, Vincent Pilloni, Wintenberger, Yichao Tian
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