this paper we'll look at the special case where X is a riemannian symmetric space of noncompact type. Thus X is a noncompact riemannian manifold with a very large symmetry group G, harmonic analysis on X is understood in terms of the structure of G, and the operato
Abstract. We formulate analogues of the Hausdorff–Young and Hardy– Littlewood–Paley inequalities, th...
We study the absolute continuity of the measures δeX1♮⋆⋯⋆δeXm♮ and of (δeX♮)⋆l on the Riemannian sym...
Let G/K be a noncompact Riemannian symmetric space and let G(C)/K-C be its complexification. Then G ...
This text explores the geometry and analysis of higher rank analogues of the symmetric spaces introd...
The heat kernel plays a central role in mathematics. It occurs in several elds: analysis, geometry a...
The heat kernel plays a central role in mathematics. It occurs in several fields: analysis, geometry...
Let X = G=K be a noncompact Riemannian symmetric space. Although basic har-monic analysis on X has b...
Abstract. For symmetric spaces of noncompact type we prove an analogue of Hardy’s theorem which char...
AbstractWe shall obtain inequalities for Fourier transform via moduli of continuity on NA groups. Th...
AbstractWe study the absolute continuity of the measures δeX1♮⋆⋯⋆δeXm♮ and of (δeX♮)⋆l on the Rieman...
We give a survey of the present knowledge regarding basic questions in harmonic analysis on pseudo{R...
We give a survey of the present knowledge regarding basic questions in harmonic analysis on pseudo--...
AbstractLet G/K be a noncompact Riemannian symmetric space and let GC/KC be its complexification. Th...
The Lichnerowicz conjecture asserts that all harmonic manifolds are either flat or locally symmetric...
Abstract. We give a survey of the present knowledge regarding basic questions in harmonic analysis o...
Abstract. We formulate analogues of the Hausdorff–Young and Hardy– Littlewood–Paley inequalities, th...
We study the absolute continuity of the measures δeX1♮⋆⋯⋆δeXm♮ and of (δeX♮)⋆l on the Riemannian sym...
Let G/K be a noncompact Riemannian symmetric space and let G(C)/K-C be its complexification. Then G ...
This text explores the geometry and analysis of higher rank analogues of the symmetric spaces introd...
The heat kernel plays a central role in mathematics. It occurs in several elds: analysis, geometry a...
The heat kernel plays a central role in mathematics. It occurs in several fields: analysis, geometry...
Let X = G=K be a noncompact Riemannian symmetric space. Although basic har-monic analysis on X has b...
Abstract. For symmetric spaces of noncompact type we prove an analogue of Hardy’s theorem which char...
AbstractWe shall obtain inequalities for Fourier transform via moduli of continuity on NA groups. Th...
AbstractWe study the absolute continuity of the measures δeX1♮⋆⋯⋆δeXm♮ and of (δeX♮)⋆l on the Rieman...
We give a survey of the present knowledge regarding basic questions in harmonic analysis on pseudo{R...
We give a survey of the present knowledge regarding basic questions in harmonic analysis on pseudo--...
AbstractLet G/K be a noncompact Riemannian symmetric space and let GC/KC be its complexification. Th...
The Lichnerowicz conjecture asserts that all harmonic manifolds are either flat or locally symmetric...
Abstract. We give a survey of the present knowledge regarding basic questions in harmonic analysis o...
Abstract. We formulate analogues of the Hausdorff–Young and Hardy– Littlewood–Paley inequalities, th...
We study the absolute continuity of the measures δeX1♮⋆⋯⋆δeXm♮ and of (δeX♮)⋆l on the Riemannian sym...
Let G/K be a noncompact Riemannian symmetric space and let G(C)/K-C be its complexification. Then G ...