An Operational Calculus for the Euclidean Motion Group with Applications in Robotics and Polymer Science.
An optimal control problem on the Heisenberg Lie group .
Analogues of Kostant's ...-cohomology formulas for unitary highest weight modules.
Analyse harmonique des groupes d'automorphismes d'arbres de Bruhat-Tits
Analyse harmonique hyperbolique : représentations et contractions des groupes
Analyse harmonique sur les groupes algébriques complexes : formule de Plancherel
Analyse Harmonique sur les groupes de Heisenberg généralisés.
Analyse spectrale des formes automorphes et séries d'Eisenstein.
Analysis in matrix space and Speh's representations.
Analysis of joint spectral multipliers on Lie groups of polynomial growth
We study the problem of -boundedness () of operators of the form for a commuting system of self-adjoint left-invariant differential operators on a Lie group of polynomial growth, which generate an algebra containing a weighted subcoercive operator. In particular, when is a homogeneous group and are homogeneous, we prove analogues of the Mihlin-Hörmander and Marcinkiewicz multiplier theorems.
Analysis of second order differential operators on Heisenberg groups. I.
Analysis of second order differential operators with complex coefficients on the Heisenberg group.
Analysis on a class of Banach algebras with applications to harmonic analysis on locally compact groups and semigroups
Analysis on compact Lie groups of large dimension and on connected compact groups
The study of Gaussian convolution semigroups is a subject at the crossroad between abstract and concrete problems in harmonic analysis. This article suggests selected open problems that are in large part motivated by joint work with Alexander Bendikov.
Analysis on Extended Heisenberg Group
In this paper we study Markov semigroups generated by Hörmander-Dunkl type operators on Heisenberg group.
Analysis on Lie groups.
Analysis on real affine -varieties.
Analysis on the Heisenberg Group and Estimates for Functions in Hardy Classes of Several Complex Variables.
Analytic Baire spaces
We generalize to the non-separable context a theorem of Levi characterizing Baire analytic spaces. This allows us to prove a joint-continuity result for non-separable normed groups, previously known only in the separable context.
Analytic continuation for Flensted-Jensen Representations.