For a locally compact group G, the convolution product on the space N(Lp(G)) of nuclear operators was denned by Neufang. We study homological properties of the convolution algebra N(Lp(G)) and relate them to some properties of the group G, such as compactness, finiteness, discreteness, and amenability
The paper computes the homological dimension of certain biprojective topological algebras, in partic...
A new property of B-p(G), permits to obtain an approximation theorem for p-convolution operators and...
AbstractFor locally compact groups G, the author introduced a notion of [IA] groups, if there exists...
For a locally compact group G and p ∈ (1, ∞), we study X(Lp(G)), the G-continuous operators on Lp(G)...
This volume is devoted to a systematic study of the Banach algebra of the convolution operators of a...
For a locally compact group G we consider the algebra CD(G) of convolution dominated operators on L2...
this thesis we investigate questions on convolution operators and function algebras, as well as gene...
Includes bibliographical references.1. Elementary results -- 2. The commutation's theorem -- 3. The ...
In this paper, we study various convolution-type algebras associated with a locally compact quantum ...
We consider operators Hµ of convolution with measures µ on locally compact groups. We characterize t...
A convolution operator, bounded on L^q(R^n) is bounded on L^p(R^n), if p and q are conjugate exponen...
We prove two theorems about convolution operators on Lp(G) for a locally compact group G. First, if ...
We characterise bounded uniformly equicontinuous sets of functions on locally compact groups in term...
Abstract. Let G be a locally compact group with left invariant Haar mea-sure and let Lp(G), 1 ≤ p &l...
Given a locally compact quantum group G, we study the structure of completely bounded homomorphisms ...
The paper computes the homological dimension of certain biprojective topological algebras, in partic...
A new property of B-p(G), permits to obtain an approximation theorem for p-convolution operators and...
AbstractFor locally compact groups G, the author introduced a notion of [IA] groups, if there exists...
For a locally compact group G and p ∈ (1, ∞), we study X(Lp(G)), the G-continuous operators on Lp(G)...
This volume is devoted to a systematic study of the Banach algebra of the convolution operators of a...
For a locally compact group G we consider the algebra CD(G) of convolution dominated operators on L2...
this thesis we investigate questions on convolution operators and function algebras, as well as gene...
Includes bibliographical references.1. Elementary results -- 2. The commutation's theorem -- 3. The ...
In this paper, we study various convolution-type algebras associated with a locally compact quantum ...
We consider operators Hµ of convolution with measures µ on locally compact groups. We characterize t...
A convolution operator, bounded on L^q(R^n) is bounded on L^p(R^n), if p and q are conjugate exponen...
We prove two theorems about convolution operators on Lp(G) for a locally compact group G. First, if ...
We characterise bounded uniformly equicontinuous sets of functions on locally compact groups in term...
Abstract. Let G be a locally compact group with left invariant Haar mea-sure and let Lp(G), 1 ≤ p &l...
Given a locally compact quantum group G, we study the structure of completely bounded homomorphisms ...
The paper computes the homological dimension of certain biprojective topological algebras, in partic...
A new property of B-p(G), permits to obtain an approximation theorem for p-convolution operators and...
AbstractFor locally compact groups G, the author introduced a notion of [IA] groups, if there exists...
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