Daniel disegni math
WebThe case r = 1: Heegner points BSD is known for r 1. If r = 1, for a suitable K = KD = Q( p D): I let zK;1:= CM-by-K point in X0(N)(C) = 0(N)nh . Theory of Complex Multiplication: zK;1 2X0(N))(HK), so zK:= TrH K=K(zK;1) [HK: K] 12Div 0(X0(N)K) !Jac(X0(N))(K). I Modularity (Wiles et al., ’93): there is f : X0(N)= X GL 2;U0(N)!E. I Heegner (’52): consider zK(f):= f … WebSep 8, 2016 · Daniel Disegni We formulate a multi-variable p-adic Birch and Swinnerton-Dyer conjecture for p-ordinary elliptic curves A over number fields K. It generalises the one-variable conjecture of Mazur-Tate-Teitelbaum, who studied the case K=Q and the phenomenon of exceptional zeros.
Daniel disegni math
Did you know?
WebDr. Daniel Disegni PhD: Columbia University, 2013 Research Interests Arithmetic geometry and ( p -adic) L -functions Research Groups Algebraic Geometry and Number Theory Dr. Inna Entova-Aizenbud PhD: MIT, 2016 Research Interests WebFeb 22, 2016 · – Daniel Disegni. Feb 23, 2016 at 6:15. 1 $\begingroup$ 1. Yes, for what you say, plus the fact that after a blow-up you can make your torsion-free sheaf locally free. 2. My paper at Duke "non-smooth classical point on eigenvarieties", contains an example of a point on eigenvariety where the pseudo-character is proven not to come from a ...
http://export.arxiv.org/abs/2204.09239 WebAbstract: This is a work in progress joint with Daniel Disegni. We formulate a p-adic analogue of the Arithmetic Gan{Gross{Prasad conjecture for unitary groups, relating the p-adic height pairing of the arithmetic diagonal cycles to the rst central derivative (along the cyclotomic direction) of a p-adic Rankin{Selberg L-function
WebThe Mathematical Sciences Research Institute (MSRI), founded in 1982, is an independent nonprofit mathematical research institution whose funding sources include the National Science Foundation, foundations, corporations, and more than 90 universities and institutions. The Institute is located at 17 Gauss Way, on the University of California, … http://math.stanford.edu/~akshay/frg.html
WebOffice 108 (Office Hours: בניין 58B חדר 108) Phone 61603 Email disegni Office Hours יום ב׳ 16:00-17:00- קורס חדו״א 1 להנדסה יום ב׳ 15:30-16:00, יום ד' 18:00-18:30- קורס אינפי גיאומטרי 1
WebMIT number theory seminar. Meetings are currently held in MIT room 2-449 . To receive announcements by email, add yourself to the nt mailing list . Past semesters: Fall 2007, … preppers youtube for 2020Web2013-2016. Daniel Disegni (PhD Columbia) Postdoctoral fellow, Université Paris Sud, Orsay 2014-2015. Jennifer Park (PhD MIT) Postdoctoral fellow, University of Michigan 2014-2015. Stephen Ehlen (PhD Darmstadt) Postdoctoral fellow, Universitat zu Koln 2014-2015. Yongqiang Zhao (PhD Princeton) Postdoctoral fellow, University of Waterloo 2014-2015. scott hofer jcdhWebDaniel Disegni: Theta cycles I will survey an emerging theory of ‘canonical’ algebraic cycles for motives enjoying a cer-tain symmetry { for instance, some symmetric powers of … prepper supply store near meWebJul 27, 2024 · Local Langlands correspondence, local factors, and zeta integrals in analytic families Daniel Disegni We study the variation of the local Langlands correspondence for in characteristic-zero families. scott hoffer constructionWebVesselin Dimitrov (University of Toronto) Daniel Disegni (Ben-Gurion University, Israel) Ziyang Gao (Leibniz Universität, Hannover) Mahesh Kakde (Indian Institute of Science) Raphael von Kanel (IAS, Tsinghua … prepper technologyWebMar 20, 2007 · Daniel Disegni. Étale cohomology of rank one $$\ell $$ ℓ -adic local systems in positive characteristic ... Duke Math. J. 97(1): 155–169 Article MATH Google Scholar Jong A.J. (1996). Smoothness, semi-stability and alterations. Inst. Hautes Études Sci. Publ. Math. 83: 51–93 MATH Google Scholar Hyodo O. (1991). On the de Rham–Witt ... scott hofer mdWebApr 20, 2024 · Daniel Disegni, Yifeng Liu Fix a prime number and let be a CM extension of number fields in which splits relatively. Let be an automorphic representation of a quasi … preppers website mobile