<--- Back to Details
First PageDocument Content
Algebra / Group theory / Dynkin diagram / Root system / Coxeter group / E8 / Simple Lie group / G2 / Weyl group / Abstract algebra / Lie groups / Lie algebras
Date: 2012-06-19 21:07:37
Algebra
Group theory
Dynkin diagram
Root system
Coxeter group
E8
Simple Lie group
G2
Weyl group
Abstract algebra
Lie groups
Lie algebras

Add to Reading List

Source URL: arxiv.org

Download Document from Source Website

File Size: 385,26 KB

Share Document on Facebook

Similar Documents

Mathematical analysis / Mathematics / Geometry / Geometric group theory / Functional analysis / Topological groups / HahnBanach theorem / Representation theory / Kazhdan's property / Uniform boundedness principle / Reductive group / Banach spaces

Isometric group actions on Banach spaces and representations vanishing at infinity Yves de Cornulier, Romain Tessera, Alain Valette November 28, 2006 Abstract Our main result is that the simple Lie group G = Sp(n, 1) act

DocID: 1xVwt - View Document

Strong real forms and the Kac classification Jeffrey Adams October 21, 2005 This paper is expository. It is a mild generalization of the Kac classification of real forms of a simple Lie group to strong real forms. The ba

DocID: 1v9dX - View Document

Notes on the unitary dual of real split groups July 20, 2005 Contents 1 The unitary dual of a real split semi-simple Lie group

DocID: 1uQ5T - View Document

Lie algebras / Algebra / Abstract algebra / Group theory / KacMoody algebra / Weyl character formula / Representation theory / En / Simple Lie group / Von Neumann algebra / Cartan matrix / Generalized KacMoody algebra

Unique Factorization Of Tensor Products For Kac-Moody Algebras by R. Venkatesh MATH10201104007

DocID: 1qIp5 - View Document

Ring theory / Algebraic structures / Algebraic number theory / Brauer group / Lie groups / Representation theory / Ring / Separable algebra / Essential dimension / Prehomogeneous vector space / Approximately finite-dimensional C*-algebra

443 Documenta Math. Essential Dimension of Separable Algebras Embedding in a Fixed Central Simple Algebra

DocID: 1pKQw - View Document