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Simple Lie group
Matrix Lie Groups
On the Third-Degree Continuous Cohomology of Simple Lie Groups 2
Oldandnewonthe Exceptionalgroupg2 Ilka Agricola
What Is the Group of Conjugate Symplectic Matrices? Howard E
Special Unitary Group - Wikipedia
Lie Algebras from Lie Groups
The Structure and Unitary Representations of SU(2,1)
Lie Groups Fall 2016 (Cohen) Lecture Notes
LIE TRANSFORMATION GROUPS and GEOMETRY 1. Introduction
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A Normal Subgroup of a Semisimple Lie Group Is Closed David L
Lie Groups and Lie Algebras (Fall 2019)
Topology of Lie Groups
Hidden Supersymmetries in Supersymmetric Quantum Mechanics
Discrete Groups, Symmetric Spaces, and Global Holonomy Author(S): Joseph A
Lie Groups and Geometric Aspects of Isometric and Hamiltonian Actions
The Topology of a Semisimple Lie Group Is Essentially Unique
Lecture Notes in Lie Groups
Top View
Tempered Homogeneous Spaces III Yves Benoist, Toshiyuki Kobayashi
CONJUGATE SU(R)-CONNECTIONS and HOLONOMY GROUPS 1
Arxiv:2004.01055V1 [Hep-Th] 2 Apr 2020 Lie Algebra Fermions
Holonomy Groups in Riemannian Geometry
Lectures on Geometry of Supersymmetry
On the Quasi-Simple Irreducible Representations of the Lorentz Groups
The Affine Group of a Lie Group
Symmetries and Group Theory Continuous Groups
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3. Some Lie Groups Do Not Correspond to ANY Algebraic Group. We Give Two Examples Here
Lie Groups and Algebraic Groups
On Parallel Transport and Curvature —— Graduate Project
Arxiv:0902.0431V1 [Math.DG] 3 Feb 2009 I Lers Called Algebras, Lie Eywnefladitrsigmrcei I Ru Theory
On the Subgroups of the Centers of Simply Connected Simple Lie Groups — Classification of Simple Lie Groups in the Large
Lectures on Infinite Dimensional Lie Groups
Arxiv:Math-Ph/0212067V2 12 Mar 2003 Problems in Lie Group Theory
LATTICES in LIE GROUPS 1. Introduction in This Exposition, We
Recent Advances in the Theory of Holonomy Astérisque, Tome 266 (2000), Séminaire Bourbaki, Exp
Representation Theory and Projective Geometry
Simple Lie Algebras
Maximally Supersymmetric Models in Four and Six Dimensions
Lie Groups and Lie Algebras June 28, 2006
Commutators in a Semi-Simple Lie Group
SL2(R) Dynamics and Harmonic Analysis
Introduction to Lie Groups
Spinor Algebras