Seminar on


21-22 September 2012

The Seminar on Harmonic Analysis is a meeting of mathematicians interested in research areas centered on linear partial differential equations and Lie group representations, as well as their applications to problems of mathematical physics.
The session 2012 is intended as the opening event of a series of seminars to be held on a yearly basis.


Gruia Arsu, Iakovos Androulidakis, Daniel Beltita, Ingrid Beltita, Pierre Bieliavsky, Mihai Pascu, Radu Purice, Joachim Toft, Marie-France Vigneras.


I. Androulidakis, The leafwise Laplacian of a singular foliation and its spectrum.
G. Arsu, On Kato-Sobolev type spaces.
D. Beltita, On faithful representations of nilpotent Lie algebras within certain categories.
I. Beltita, Boundedness properties of the Weyl-Pedersen calculus.
P. Bieliavsky, Calderon-Vaillancourt estimates for Weyl order pseudo-differential calculus on Piatetskii-Shapiro groups.
M. Pascu, Characterizations of spaces of type S.
R. Purice, The magnetic Moyal algebra.
J. Toft, Pseudo-differential and Toeplitz operators on an extended family of modulation spaces.
M.-F. Vigneras, An introduction to admissible Banach representations of p-adic Lie groups.




Institute of Mathematics of the Romanian Academy, Calea Grivitei 21, Bucharest
People interested to attend the seminar are kindly asked to send an e-mail to or


Daniel Beltita, Ingrid Beltita, Mihai Pascu, Radu Purice


Reseach project: Operator Calculus for Lie Group Representations, with Applications to PDE and Quantum Physics PN-II-ID-PCE-2011-3-0131