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I. Complex and Real Groups Armand Borel §1. Root systems 1.1. Let V be a finite dimensional vector space over Q. A finite subset of V is a root system if it satisfies:

Lie Groups and Linear Algebraic Groups I Complex and Real Groups Armand Borel §1 Root systems 11 Let V be a finite dimensional vector space over Q A finite subset of V is…

Lie groups and Lie algebras Fall 2019 1. Terminology and notation 1.1. Lie groups. A Lie group is a group object in the category of manifolds: Definition 1.1. A Lie group…

SEMI-GROUPS AND REPRESENTATIONS OF LIE GROUPS † ABSTRACT With every Lie semi-group Π possessing certain regularity properties there is associated a Lie algebra A and with…

Lie Groups Karl-Hermann Neeb Notation and Conventions If H is a complex Hilbert space, then its scalar product is written ·, ·. It is linear in the first and

Representations of compact Lie groups and their orbit spaces Claudio Gorodski Encounters in Geometry Hotel la Plage, Cabo Frio June 3-7, 2013 Claudio Gorodski Representations…

Buildings of classical groups and centralizers of Lie algebra elements P. Broussous and S. Stevens Février 2004 Abstract Let Fo be a non-archimedean locally compact field…

Lie Pseudo-Groups and Coverings of Differential Equations Oleg Morozov UNIVERSITY OF TROMSØ NORWAY Talk at the Workshop on Geometry of PDEs and Integrability Teplice nad…

Mixing counting and equidistribution in Lie groups Alex Eskin and Curt McMullen ∗ Princeton University Princeton NJ 08544 University of California Berkeley CA 94720 8 July…

ar X iv :0 71 2 13 98 v1 m at h D G 1 0 D ec 2 00 7 PROLONGATIONS OF LIE ALGEBRAS AND APPLICATIONS PAUL-ANDI NAGY Abstract We study the skew-symmetric prolongation of a Lie…

COMPLEX GEOMETRY AND LOW-DIMENSIONAL TOPOLOGY Alex Suciu Northeastern University Geometry and Topology Seminar Max Planck Institute Bonn October 28 2013 ALEX SUCIU NORTHEASTERN…

THE ALGEBRAIC AND ANABELIAN GEOMETRY OF CONFIGURATION SPACES Shinichi Mochizuki and Akio Tamagawa July 2007 ��������� In this paper, we study the pro-Ӆ

. . . . . . Lie-Hopf algebras and their Hopf cyclic cohomology Bahram Rangipour Texas AM University, College Station May 1, 2014 . . . . . . Local Index Formula in NCG Theorem…

Unitary Representations of Nilpotent Super Lie groups Hadi Salmasian February 6, 2010 Basic Definitions and Notation Let G be a Lie group andH be a Hilbert space. A unitary…

ar X iv :1 61 1 05 80 1v 3 m at h G R 5 D ec 2 01 8 AUTOMATIC CONTINUITY OF ABSTRACT HOMOMORPHISMS BETWEEN LOCALLY COMPACT AND POLISH GROUPS OSKAR BRAUN KARL H HOFMANN AND…

Pacific Journal of Mathematics UNIFORM ASYMPTOTICS FOR REAL REDUCTIVE LIE GROUPS P. C. TROMBI Vol. 146, No. 1 November 1990 PACIFIC JOURNAL OF MATHEMATICS Vol. 146, No. 1,…

A Tale of Four Simple Groups over the Reals Nolan Wallach UCSD September 2009 N. Wallach UCSD Four Families 0909 1 14 The quaternionic groups Let GC be a connected, simply…

Dan Barbasch March 26 Dan Barbasch Semisimple Lie Algebras Math 649, 2013 Lie algebra cohomology Generalities For g a Lie algebra, let g′ be the dual vector space.

Riemannian cubics on Lie groups and orbits David Meier joint work with François Gay-Balmaz Darryl Holm Tudor Ratiu and François-Xavier Vialard 18 July Plan of the talk…

Chapter 1 Algebraic numbers and algebraic integers 11 Algebraic numbers Definition 11 The number α ∈ C is said to be algebraic if it satisfies a polynomial equation xn…