Web@MISC{Herzig_mini-course:p-modular, author = {Florian Herzig}, title = {MINI-COURSE: p-MODULAR REPRESENTATIONS OF p-ADIC GROUPS}, year = {}} Share. OpenURL . Abstract. These notes are an introduction to the p-modular (or “mod-p”) repre-sentation theory of p-adic reductive groups. We will focus on the group GL2(Qp), but try to provide ... WebOct 23, 2009 · Florian Herzig. Suppose that G is a connected reductive group over a p-adic field F, that K is a hyperspecial maximal compact subgroup of G (F), and that V is an …
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WebSep 8, 2015 · Authors: Toby Gee, Florian Herzig, David Savitt. Download PDF Abstract: We formulate a number of related generalisations of the weight part of Serre's conjecture to the case of GL(n) over an arbitrary number field, motivated by the formalism of the Breuil-Mézard conjecture. We give evidence for these conjectures, and discuss their … WebConnect with expert Florian Herzig (Associate Professor) at University of Toronto, Department of Mathematics for media, speaking opportunities and more. Florian Herzig is an expert in a wide variety topics including Number Theory, Galois Representations, Mod p and p-adic Langlands program, Serre's Conjecture, Automorphic Forms, and p-adic … crystal bay community
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WebView the profiles of people named Florian Herbrig. Join Facebook to connect with Florian Herbrig and others you may know. Facebook gives people the power... WebDec 8, 2008 · Conjecture de type de Serre et formes compagnons pour GSp_4. Florian Herzig, Jacques Tilouine. We present a Serre-type conjecture on the modularity of four-dimensional symplectic mod p Galois representations. We assume that the Galois representation is irreducible and odd (in the symplectic sense). The modularity condition … WebFlorian Herzig is on Facebook. Join Facebook to connect with Florian Herzig and others you may know. Facebook gives people the power to share and makes the world more … dutton children\\u0027s books