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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…
KAC-MOODY GROUPS AND CLUSTER ALGEBRAS CHRISTOF GEISS, BERNARD LECLERC, AND JAN SCHRÖER Abstract. Let Q be a finite quiver without oriented cycles, let Λ be the associated…
ar X iv :0 80 5. 25 20 v2 m at h. D G 2 M ar 2 00 9 COMPLEX STRUCTURES ON TANGENT AND COTANGENT LIE ALGEBRAS OF DIMENSION SIX RUTWIG CAMPOAMOR-STURSBERG AND GABRIELA P. OVANDO…
ar X iv :m at h 03 08 13 5v 1 m at h. R T 1 4 A ug 2 00 3 LIE THEORY AND THE CHERN-WEIL HOMOMORPHISM A. ALEKSEEV AND E. MEINRENKEN Abstract. Let P → B be a principal G-bundle.…
Lecture 4B: Coxeter groups Nathan Reading NC State University Cluster Algebras and Cluster Combinatorics MSRI Summer Graduate Workshop August 2011 Introduction Combinatorics…
COHOMOLOGY OPERATIONS FOR LIE ALGEBRAS Grant Cairns and Barry Jessup Abstract If L is a Lie algebra over R and Z its centre the natural inclusion Z ↪→ L∗∗ extends…
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…
ar X iv :1 50 8 04 67 8v 1 m at h O A 1 9 A ug 2 01 5 W∗-RIGIDITY FOR THE VON NEUMANN ALGEBRAS OF PRODUCTS OF HYPERBOLIC GROUPS IONUT CHIFAN ROLANDO DE SANTIAGO AND THOMAS…
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…
Algebras, rings and groups with almost fixed-point-free automorphisms Natalia Makarenko Sobolev Institute of Mathematics, Novosibirsk, Université de Haute Alsace Conference…
EXTENDED AFFINE ROOT SYSTEM IV SIMPLY-LACED ELLIPTIC LIE ALGEBRAS KYOJI SAITO AND DAIGO YOSHII Abstract Let RG be a pair consisting of an elliptic root sys- tem R with a…
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…
Signatures for finite-dimensional representations of real reductive Lie groups Daniil Kalinov Department of Mathematics MIT David A. Vogan, Jr. Department of Mathematics…
Principal subspaces for the affine Lie algebras of type F E and D Marijana Butorac University of Rijeka joint work with Slaven Kožić Representation Theory XVI Dubrovnik…
Jean Renault 3 Cartan subalgebras in C*-algebras. 4 Examples and counterexamples. J. Renault (Universite d’Orleans) Cartan subalgebras — Leiden 2008 22 July 2008
� � 8. Symplectic reflection algebras 8.1. The definition of symplectic reflection algebras. Rational Cherednik algebras for finite Coxeter groups are a special case…
Rendiconti di Matematica Serie VII Volume 33 Roma 2013 27 – 52 Hecke algebras and harmonic analysis on finite groups FABIO SCARABOTTI – FILIPPO TOLLI To Alessandro Figà…
June 14, 2017 Concept of Transfer Map s1 s2 sz δ A set (six) of functions of canonical coordinates. It’s called symplectic if its Jacob is symplectic. z(s2 )