Documenta Mathematica Band 11, 2006 Igor Wigman Statistics of Lattice Points in Thin Annuli for Generic Lattices

First Page		Document Content
Date: 2007-04-03 14:30:02 Algebra Abstract algebra Mathematics Algebraic geometry Group actions Algebras Koszul duality Shimura variety Equivariant cohomology Supersingular variety Cohomology		Documenta Mathematica Band 11, 2006 Igor Wigman Statistics of Lattice Points in Thin Annuli for Generic Lattices Add to Reading List Source URL: documenta.sagemath.org Download Document from Source Website File Size: 16,51 KB Share Document on Facebook

	Isogenies, Polarisations and Real Multiplication — Journées C2 — La Londe-Les-Maures Gaëtan Bisson, Romain Cosset, Alina Dudeanu, Sorina Ionica, Dimitar Jetchev, David Lubicz, Chloe Martindale, Enea Mili DocID: 1rd50 - View Document
	The Hodge-Arakelov Theory of Elliptic Curves in Positive Characteristic Shinichi Mochizuki OctoberContents: DocID: 1ra5y - View Document
	The 2-adic CM method for genus 2 curves with application to cryptography P. Gaudry1,2 , T. Houtmann2 , D. Kohel3 , C. Ritzenthaler4 , and A. Weng2 1 LORIA - Projet SPACES DocID: 1qbZ3 - View Document
	Documenta Mathematica Band 11, 2006 Igor Wigman Statistics of Lattice Points in Thin Annuli for Generic Lattices DocID: 1q4cE - View Document
	261 Documenta Math. Fake CM and the Stable Model of X0 (N p3 ) Robert Coleman1 and Ken McMurdy DocID: 1q2WD - View Document