In the spirit of an earlier result of M\"uller on the Heisenberg group we prove a restriction theorem on a certain class of two step nilpotent Lie groups. Our result extends that of M\"uller also in the framework of the Heisenberg group.Comment: Results are true in the setting of H-type groups. In the general case there is a gap. We are trying to fix i
AbstractWe extend the theorem of Cowling and Haagerup on limits of K-invariant matrix coefficients a...
Soit G un groupe de Lie résoluble connexe et H un de ses sous-groupes fermés connexes d'algèbres de ...
In this thesis, I have studied the heat kernel, the heat semigroup and the associated functional ine...
AbstractIn the spirit of an earlier result of D. Müller on the Heisenberg group we prove a restricti...
In the spirit of an earlier result of D. Mueller on the Heisenberg group we prove a restriction theo...
Let L be a homogeneous sublaplacian on a 2-step stratified Lie group G of topological dimension d an...
We prove that the restriction operator for the H-type groups is bounded from L(p) to L(p') for ...
We prove that the restriction operator for the sublaplacian on the quaternion Heisenberg group is bo...
By using the notion of contraction of Lie groups, we transfer L(p)-L(2) estimates for joint spectral...
Consider $\mathbb R^d\times \mathbb R^m$ with the group structure of a two-step nilpotent Lie group ...
By using the notion of contraction of Lie groups, we transfer L(p)-L(2) estimates for joint spectral...
In this article, we obtain new results for Fourier restriction type problems on compact Lie groups. ...
AbstractLet H=Cn×R be the n-dimensional Heisenberg group, Q=2n+2 be the homogeneous dimension of H, ...
In this paper we formulate some conjectures in sub-Riemannian geometry concerning a characterisation...
We prove a restriction theorem for the class-1 representations of the Heisenberg motion group. This ...
AbstractWe extend the theorem of Cowling and Haagerup on limits of K-invariant matrix coefficients a...
Soit G un groupe de Lie résoluble connexe et H un de ses sous-groupes fermés connexes d'algèbres de ...
In this thesis, I have studied the heat kernel, the heat semigroup and the associated functional ine...
AbstractIn the spirit of an earlier result of D. Müller on the Heisenberg group we prove a restricti...
In the spirit of an earlier result of D. Mueller on the Heisenberg group we prove a restriction theo...
Let L be a homogeneous sublaplacian on a 2-step stratified Lie group G of topological dimension d an...
We prove that the restriction operator for the H-type groups is bounded from L(p) to L(p') for ...
We prove that the restriction operator for the sublaplacian on the quaternion Heisenberg group is bo...
By using the notion of contraction of Lie groups, we transfer L(p)-L(2) estimates for joint spectral...
Consider $\mathbb R^d\times \mathbb R^m$ with the group structure of a two-step nilpotent Lie group ...
By using the notion of contraction of Lie groups, we transfer L(p)-L(2) estimates for joint spectral...
In this article, we obtain new results for Fourier restriction type problems on compact Lie groups. ...
AbstractLet H=Cn×R be the n-dimensional Heisenberg group, Q=2n+2 be the homogeneous dimension of H, ...
In this paper we formulate some conjectures in sub-Riemannian geometry concerning a characterisation...
We prove a restriction theorem for the class-1 representations of the Heisenberg motion group. This ...
AbstractWe extend the theorem of Cowling and Haagerup on limits of K-invariant matrix coefficients a...
Soit G un groupe de Lie résoluble connexe et H un de ses sous-groupes fermés connexes d'algèbres de ...
In this thesis, I have studied the heat kernel, the heat semigroup and the associated functional ine...
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