Integral Eisenstein cocycles on GLn, II: Shintani’s method Pierre Charollois Samit Dasgupta∗ Matthew Greenberg† March 9, 2013

First Page		Document Content
Date: 2013-03-09 23:18:18 Field theory Cocycle Algebraic number field Basis P-adic L-function Cohomology Iwasawa theory P-adic number Abstract algebra Algebra Mathematics		Integral Eisenstein cocycles on GLn, II: Shintani’s method Pierre Charollois Samit Dasgupta∗ Matthew Greenberg† March 9, 2013 Add to Reading List Source URL: people.ucsc.edu Download Document from Source Website File Size: 536,45 KB Share Document on Facebook

	XXII FLUID MECHANICS CONFERENCE Słok near Bełchatów city, 11-14 September 2016 Shallow Water bi-Hamiltonian Systems and Three Cocycle of the Semi-direct Product of Kac-Moody and Virasoro Lie Algebras DocID: 1npCl - View Document
	Index χ+ (v), 41 χ+ (x, v), 78 χ+ i , 79 DocID: R7q5 - View Document
	Classification of Z2-actions on the Kirchberg algebras by Masaki Izumi Department of Mathematics DocID: NTj6 - View Document
	Week 3 (due Jan[removed]Problem 5.1 in Morita. 2. Let {gαβ } be the gluing cocycle for the vector bundle E of rank n. What is the gluing cocycle for E ∗ ? What is the gluing cocycle for the top exterior power of E, i DocID: EwOG - View Document
	Integral Eisenstein cocycles on GLn, II: Shintani’s method Pierre Charollois Samit Dasgupta∗ Matthew Greenberg† March 9, 2013 DocID: 9uoX - View Document