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Coadjoint representation
Coadjoint Orbits of Lie Algebras and Cartan Class
C*-Algebras and Kirillov's Coadjoint Orbit Method
Representation Theory
The Solution to a Generalized Toda Lattice and Representation Theory
Math.RT] 3 Feb 2006 .Tehiebr Group Heisenberg the 8
Gravitational Edge Modes, Coadjoint Orbits, and Hydrodynamics
Coadjoint Orbits of Lie Algebras and Cartan Class Michel Goze, Elisabeth Remm
UNIVERSIT´E DE POITIERS on Representations of Simply
Sdiff(S ) and the Orbit Method Arxiv:1806.05235V2 [Hep-Th]
Geometric Theory of Heat from Souriau Lie Groups Thermodynamics and Koszul Hessian Geometry: Applications in Information Geometry for Exponential Families
Physics Coadjoint Orbits of the Virasoro Group
Semibounded Representations and Invariant Cones in Infinite Dimensional Lie Algebras
Lectures on the Orbit Method
The Equivariant Index and Kirillov's Character Formula Author(S): Nicole Berline and Michele Vergne Source: American Journal of Mathematics, Vol
Complex Adjoint Orbits in Lie Theory and Geometry
Lectures on the Orbit Method
Hermitian Lie Algebras and Metaplectic
Geometric Quantization and the Orbit Method
Top View
Coadjoint Orbits of Lie Groupoids
Character Formulas from Matrix Factorisations
Lie Group Statistics and Lie Group Machine Learning Based On
BASIC REPRESENTATION THEORY 1. Representations of Lie Groups
Algebraic Method for Construction of Infinitesimal Invariants of Lie Groups
Hamiltonian Characteristic Classes and the Cohomology of the Group of Hamiltonian Symplectomorphisms of Some Homogeneous Spaces
Geometric Quantization and Equivariant Cohomology
The Geometry of Infinite-Dimensional Groups
Notes on Microlocal Aspects of Representation Theory
An Introduction to the Orbit Method
A Survey on Invariant Cones in Infinite Dimensional Lie Algebras
Arxiv:1006.1981.Pdf
The Orbit Method and Geometric Quantisation
MATH 257A Symplectic Geometry
Arxiv:Math/0602056V1 [Math.RT] 3 Feb 2006 .Tehiebr Group Heisenberg the 8
Invariants of Coadjoint Representations of Regular Factors
Notes on the BMS Group in Three Dimensions: II. Coadjoint