Maps Between Real Classifying Spaces.
Matrix entries of real representations of the groups and .
Matrix valued orthogonal polynomials of Jacobi type: the role of group representation theory
The main purpose of this paper is to present new families of Jacobi type matrix valued orthogonal polynomials obtained from the underlying group and its representations. These polynomials are eigenfunctions of some symmetric second order hypergeometric differential operator with matrix coefficients. The final result holds for arbitrary values of the parameters , but it is derived only for those values that come from the group theoretical setup.
Mellin transforms of Whittaker functions
Methode des orbites pour les representations de longueur finie.
Mixed models for reductive dual pairs and Siegel domains for Hermitian symmetric spaces.
More about embeddings of almost homogeneous Heisenberg groups.
Multiplicity Formulae for Discrete Series.
Multiplicity-free complex manifolds.
Multiplier Representations of Exponential Lie Groups.