Add to ORKGThe generalised Cayley transform C from an Iwasawa N-group into the corresponding real unit sphere S induces isomorphisms between suitable Sobolev spaces H^\alpha(S) and H^\alpha(N). We study the differential of C and we obtain a criterion for a function to be in H^\alpha(S)
In this work we prove a Paley-Wiener theorem for the spherical transform associated to the generaliz...
There are several generalizations of the classical theory of Sobolev spaces as they are necessary fo...
Let G be a noncompact connected Lie group, denote with ρ a right Haar measure and choose a family of...
The generalised Cayley transform C from an Iwasawa N-group into the corresponding real unit sphere ...
Let G be a simple Lie group of real rank one, with Iwasawa decomposition KA \bar N and Bruhat big c...
AbstractLet G be a simple Lie group of real rank one, with Iwasawa decomposition KAN̄ and Bruhat big...
Let s be the geodesic inversion on a Heisenberg type group N with homogeneous dimension Q, and deno...
Abstract. Let Hg and Dg be the Siegel upper half plane and the gen-eralized unit disk of degree g re...
AbstractLet Sp(H) be the symplectic group for a complex Hibert space H. Its Lie algebra sp(H) contai...
We present a new way of obtaining the Bargmann transform between L 2 (R n ) and the Fock space F...
AbstractThe spherical functions on a real semisimple Lie group (w.r.t. a maximal compact subgroup) a...
We prove a generalization of a convexity theorem for semisimple symmetric spaces G/H established ear...
First published in the Bulletin of the American Mathematical Society in Vol.71, 1965, published by t...
Let G be a noncompact connected Lie group, denote with \u3c1 a right Haar measure and choose a famil...
Let M = G/H be a irreducible symmetric space of Cayley type. Then M is diffeomorphic to an open and ...
In this work we prove a Paley-Wiener theorem for the spherical transform associated to the generaliz...
There are several generalizations of the classical theory of Sobolev spaces as they are necessary fo...
Let G be a noncompact connected Lie group, denote with ρ a right Haar measure and choose a family of...
The generalised Cayley transform C from an Iwasawa N-group into the corresponding real unit sphere ...
Let G be a simple Lie group of real rank one, with Iwasawa decomposition KA \bar N and Bruhat big c...
AbstractLet G be a simple Lie group of real rank one, with Iwasawa decomposition KAN̄ and Bruhat big...
Let s be the geodesic inversion on a Heisenberg type group N with homogeneous dimension Q, and deno...
Abstract. Let Hg and Dg be the Siegel upper half plane and the gen-eralized unit disk of degree g re...
AbstractLet Sp(H) be the symplectic group for a complex Hibert space H. Its Lie algebra sp(H) contai...
We present a new way of obtaining the Bargmann transform between L 2 (R n ) and the Fock space F...
AbstractThe spherical functions on a real semisimple Lie group (w.r.t. a maximal compact subgroup) a...
We prove a generalization of a convexity theorem for semisimple symmetric spaces G/H established ear...
First published in the Bulletin of the American Mathematical Society in Vol.71, 1965, published by t...
Let G be a noncompact connected Lie group, denote with \u3c1 a right Haar measure and choose a famil...
Let M = G/H be a irreducible symmetric space of Cayley type. Then M is diffeomorphic to an open and ...
In this work we prove a Paley-Wiener theorem for the spherical transform associated to the generaliz...
There are several generalizations of the classical theory of Sobolev spaces as they are necessary fo...
Let G be a noncompact connected Lie group, denote with ρ a right Haar measure and choose a family of...