Add to ORKGWe study the heat kernel transform on a nilmanifold M of the Heisenberg group. We show that the image of L2(M) under this transform is a direct sum of weighted Bergman spaces which are related to twisted Bergman and Hermite-Bergman spaces
In this paper we use the method of stochastic integral due to Gaveau to construct the heat kernel fo...
We study the Segal–Bargmann transform, or the heat transform, Ht for a compact symmetric space M = U...
Let 1 < q < [infinity]. We prove that the Riesz transforms Rk = XkL-1/2 on a g...
We study the heat kernel transform on a nilmanifold M of the Heisenberg group. We show that the imag...
Abstract. We study the heat kernel transform on a nilmani-fold M of the Heisenberg group. We show th...
We study the heat kernel transform on a nilmanifold M of the Heisenberg group. We show that the imag...
We study the heat kernel transform on a nilmanifold M of the Heisenberg group. We show that the imag...
In these lectures we plan to present a survey of certain aspects of harmonic analysis on a Heisenb...
In these lectures we plan to present a survey of certain aspects of harmonic analysis on a Heisenb...
The aim of this paper is to obtain certain characterizations for the image of a Sobolev space on the...
The aim of this paper is to obtain certain characterizations for the image of a Sobolev space on the...
AbstractThe heat kernel measure μt is constructed on GL(H), the group of invertible operators on a c...
AbstractThe subelliptic geometry of Heisenberg groups is worked out in detail and related to complex...
The starting point of our analysis is an old idea of writing an eigenfunction expansion for a heat k...
In this paper we use the method of stochastic integral due to Gaveau to construct the heat kernel fo...
In this paper we use the method of stochastic integral due to Gaveau to construct the heat kernel fo...
We study the Segal–Bargmann transform, or the heat transform, Ht for a compact symmetric space M = U...
Let 1 < q < [infinity]. We prove that the Riesz transforms Rk = XkL-1/2 on a g...
We study the heat kernel transform on a nilmanifold M of the Heisenberg group. We show that the imag...
Abstract. We study the heat kernel transform on a nilmani-fold M of the Heisenberg group. We show th...
We study the heat kernel transform on a nilmanifold M of the Heisenberg group. We show that the imag...
We study the heat kernel transform on a nilmanifold M of the Heisenberg group. We show that the imag...
In these lectures we plan to present a survey of certain aspects of harmonic analysis on a Heisenb...
In these lectures we plan to present a survey of certain aspects of harmonic analysis on a Heisenb...
The aim of this paper is to obtain certain characterizations for the image of a Sobolev space on the...
The aim of this paper is to obtain certain characterizations for the image of a Sobolev space on the...
AbstractThe heat kernel measure μt is constructed on GL(H), the group of invertible operators on a c...
AbstractThe subelliptic geometry of Heisenberg groups is worked out in detail and related to complex...
The starting point of our analysis is an old idea of writing an eigenfunction expansion for a heat k...
In this paper we use the method of stochastic integral due to Gaveau to construct the heat kernel fo...
In this paper we use the method of stochastic integral due to Gaveau to construct the heat kernel fo...
We study the Segal–Bargmann transform, or the heat transform, Ht for a compact symmetric space M = U...
Let 1 < q < [infinity]. We prove that the Riesz transforms Rk = XkL-1/2 on a g...