-modules and representation theory of Lie groups
Déformations éformations formelles de certaines représentations de l'algèbre de Lie d'un groupe de Poincaré généralisé
Degenerate principal series and compact groups.
Degenerate principal series representations of
Determinant functions and the geometry of the flag manifold for SU(p,q).
Determination of the Interwining Operators for Holomorphically Induced Representations of SU (p,q).
Determining representations from invariant dimensions.
Die Klassifikation der einfachen Lieschen Gruppen.
Die Langlands-Parameter für die Flensted-Jensensche fundamentale Reihe.
Differential operators on homogeneous spaces. III. Characteristic varieties of Harish Chandra modules and of primitive ideals.
Dimensions of components of tensor products of representations of linear groups with applications to Beurling-Fourier algebras
We give universal upper bounds on the relative dimensions of isotypic components of a tensor product of representations of the linear group GL(n) and universal upper bounds on the relative dimensions of irreducible components of a tensor product of representations of the special linear group SL(n). This problem is motivated by harmonic analysis problems, and we give some applications to the theory of Beurling-Fourier algebras.
Discrete spectrum of the reductive dual pair (O(p,q), Sp(2m)).