Veranstaltungen am MPIM

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Januar 2022

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	Montag	Dienstag	Mittwoch	Donnerstag	Freitag	Samstag	Sonntag
1						1	2
2	3	4 13:45 - Colin Guillarmou Modular bootstrap, Segal axioms and resolution of Liouville field theory	5 14:30 - Daniel Kriz Supersingular main conjectures, Sylvester's conjecture and Goldfeld's conjecture	6 12:00 - Haoyang Guo On analytic derived de Rham complex, II 15:00 - Ursula Ludwig Cheeger-Müller and Bismut-Zhang Theorem for Singular Spaces	7	8	9
3	10 10:15 - Till Wehrhan K-theoretic sheaf counting in threefold	11 10:15 - Arunima Ray The double suspension theorem 13:45 - Xin Sun Two types of integrability in Liouville quantum gravity	12 14:30 - Hamed Mousavi On a problem of Graham, Erdos, and Pomerance on the $p-$divisibility of central binomial coefficients	13 12:00 - Johannes Anschütz A Fourier transform for Banach-Colmez spaces, I 15:00 - Louis Ioos Canonical Kähler metrics and quantization	14	15	16
4	17 10:15 - Campbell Wheeler From q-difference equations to quantum modular forms 15:00 - Alan Reid The geometry and topology of some high dimensional hyperbolic manifolds	18 10:15 - Arunima Ray The double suspension theorem, II 13:45 - Ben Elias Introduction to Categorification, Diagrammatics and the Hecke Category	19 14:30 - Lazar Radicevic Capitulation discriminants of genus one curves	20 12:00 - Michael Rapoport On integral local Shimura varieties 15:00 - Julian Demeio Ramified Descent	21	22	23
5	24 10:15 - Pengcheng Zhang, Dominik Kirstein, Jonas Nehme, Lukas Bonfert Short lectures by new IMPRS students: 15:00 - Jie Min Introduction to Fukaya categories	25 10:15 - Arunima Ray The double suspension theorem III 13:45 - Xian Dai Pressure metric in the space of Riemannian metrics	26 14:30 - Arvind Kumar Distinguishing Siegel eigenforms from Hecke eigenvalues	27 12:00 - Johannes Anschütz A Fourier transform for Banach-Colmez spaces, II 15:00 - Elie Casbi Hall algebras and quantum cluster algebras 16:30 - Peter Topping tba	28	29	30
6	31 15:00 - Nate Bottman Miniseries on symplectic topology, Talk 2

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