DOIAbstract
AbstractThe injectivity of the Poisson transform associated to the Cartan motion groups is proved with the aid of a Fatou-type theorem
AbstractThe injectivity of the Poisson transform associated to the Cartan motion groups is proved with the aid of a Fatou-type theorem
We review Poisson–Lie groups and their applications in gauge theory and integrable systems from a ma...
We propose a Poisson-Lie analog of the symplectic induction procedure, using an appropriate Poisson ...
ABSTRACT. The Fourier transforms of certain Lipschitz functions are discussed and compared with the ...
AbstractThe injectivity of the Poisson transform associated to the Cartan motion groups is proved wi...
We study the Segal-Bargmann transform on a motion group R-n v K, where K is a compact subgroup of SO...
summary:We give a construction of a Poisson transform mapping density valued differential forms on g...
AbstractLet (G, K) be a Riemannian symmetric pair of the compact type and let V × K be the associate...
In this paper we prove rigidity theorems for Poisson Lie group actions on Poisson manifolds. In part...
Let E be a bounded Borel subset of Rn, n≥2, of positive Lebesgue measure and PE the corresponding 'P...
We define an analogue of Poisson transform on the Heisenberg group and use it to characterise joint ...
<p>In this paper we consider the pointwise stabilization of the Poisson integral for the diffusion t...
We construct the family of Poisson nonlinear transformations defined on the countable sample space o...
In this thesis, we establish a new link between Poisson Geometry and Combinatorics. We introduce the...
A sufficient and necessary condition is given for the action of the quotient of a Poisson-Lie group ...
International audienceIn this paper we prove rigidity theorems for Poisson Lie group actions on Pois...
We review Poisson–Lie groups and their applications in gauge theory and integrable systems from a ma...
We propose a Poisson-Lie analog of the symplectic induction procedure, using an appropriate Poisson ...
ABSTRACT. The Fourier transforms of certain Lipschitz functions are discussed and compared with the ...
AbstractThe injectivity of the Poisson transform associated to the Cartan motion groups is proved wi...
We study the Segal-Bargmann transform on a motion group R-n v K, where K is a compact subgroup of SO...
summary:We give a construction of a Poisson transform mapping density valued differential forms on g...
AbstractLet (G, K) be a Riemannian symmetric pair of the compact type and let V × K be the associate...
In this paper we prove rigidity theorems for Poisson Lie group actions on Poisson manifolds. In part...
Let E be a bounded Borel subset of Rn, n≥2, of positive Lebesgue measure and PE the corresponding 'P...
We define an analogue of Poisson transform on the Heisenberg group and use it to characterise joint ...
<p>In this paper we consider the pointwise stabilization of the Poisson integral for the diffusion t...
We construct the family of Poisson nonlinear transformations defined on the countable sample space o...
In this thesis, we establish a new link between Poisson Geometry and Combinatorics. We introduce the...
A sufficient and necessary condition is given for the action of the quotient of a Poisson-Lie group ...
International audienceIn this paper we prove rigidity theorems for Poisson Lie group actions on Pois...
We review Poisson–Lie groups and their applications in gauge theory and integrable systems from a ma...
We propose a Poisson-Lie analog of the symplectic induction procedure, using an appropriate Poisson ...
ABSTRACT. The Fourier transforms of certain Lipschitz functions are discussed and compared with the ...
Add to ORKG