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Tag Archives: George Boxer
Upcoming Attractions
There’s a packed schedule for graduate classes at Chicago next Fall: Ngô Bảo Châu on automorphic forms (TueTh 11:0012:30), Akhil Mathew on perfectoid spaces (MWF 12:301:30), and George Boxer and me on (higher) Hida theory (MW 1:303:00). Strap yourself in! … Continue reading
Posted in Mathematics
Tagged Akhil Mathew, Ana Caraiani, Bonn, George Boxer, Hausdorff Institute, Hida Theory, Laurent Fargues, Ngô Bảo Châu, Perfectoid Spaces, Peter Scholze
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The paramodular conjecture is false for trivial reasons
(This is part of a series of occasional posts discussing results and observations in my joint paper with Boxer, Gee, and Pilloni mentioned here.) Brumer and Kramer made a conjecture positing a bijection between isogeny classes of abelian surfaces over … Continue reading
Serre 1: Calegari 0
I just spent a week or so trying to determine whether Serre’s conjecture about the congruence subgroup property was false for a very specific class of Sarithmetic groups. The punch line, perhaps not surprisingly, was that I had made an … Continue reading
Posted in Mathematics
Tagged Contradictions, CSP, Fred Diamond, Fred Diamond's Beard, George Boxer, Ihara's Lemma, John Voight, Keerthi, Ken Ribet, Mathematica, Matthew Emerton, RLT, Serre
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Inverse Galois Problems II
David Zywina was in town today to talk about a follow up to his previous results mentioned previously on this blog. This time, he talked about his construction of Galois groups which were simple of orthogonal type, in particular, the … Continue reading
Posted in Mathematics
Tagged David Zywina, George Boxer, Hodge Numbers, HodgeTate, Inverse Galois Problem, Siegel Modular Forms, Stefan Patrikis
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