Given a continuous field of locally compact groups, we show that the field of the Plancherel weights of their C*-algebras is lower semi-continuous. As a corollary, we obtain that the dual Haar system of a continuous Haar system of a locally compact abelian group bundle is also continuous
AbstractLet G be a locally compact abelian group, and let Ω be an open relatively compact subset of ...
ABSTRACT. Saeki’s result states that on any locally compact nondiscrete group there exist continuous...
AbstractIt is shown that a connected locally compact group G has a Hausdorff unitary dual space if a...
Comptes RendusGiven a locally compact group bundle, we show that the system of the Plancherel weight...
AbstractWe find several conditions on a locally compact Abelian groupGnecessary and sufficient thatG...
Let $1{\TL }p{\TL }\infty $, let G and H be locally compact groups and let ω be a continuous homomor...
The paper describes two possible ways of extending the definition of Haar measure to non-Hausdorff l...
We present a simple and intuitive framework for duality of locally compacts groups, which is not bas...
International audienceWe present a simple and intuitive framework for duality of locally compacts gr...
Let 1 < p < infinity, let G and H be locally compact groups and let c) be a continuous homomorphism ...
Abstract. For developing an algebraic theory of functions on a locally compact groupoid, one needs a...
AbstractWe offer an elementary proof of Pontryagin duality theorem for compact and discrete abelian ...
Given a number field $F$ and a reductive group $G$ over $F$, the unitary dual $\hat{G(\mathbb{A}_F)}...
AbstractThe aim of the paper is to generalize the notion of the Haar integral. For a compact semigro...
AbstractEquicontinuous semigroups of transformations of a compact Hausdorff space and their sets of ...
AbstractLet G be a locally compact abelian group, and let Ω be an open relatively compact subset of ...
ABSTRACT. Saeki’s result states that on any locally compact nondiscrete group there exist continuous...
AbstractIt is shown that a connected locally compact group G has a Hausdorff unitary dual space if a...
Comptes RendusGiven a locally compact group bundle, we show that the system of the Plancherel weight...
AbstractWe find several conditions on a locally compact Abelian groupGnecessary and sufficient thatG...
Let $1{\TL }p{\TL }\infty $, let G and H be locally compact groups and let ω be a continuous homomor...
The paper describes two possible ways of extending the definition of Haar measure to non-Hausdorff l...
We present a simple and intuitive framework for duality of locally compacts groups, which is not bas...
International audienceWe present a simple and intuitive framework for duality of locally compacts gr...
Let 1 < p < infinity, let G and H be locally compact groups and let c) be a continuous homomorphism ...
Abstract. For developing an algebraic theory of functions on a locally compact groupoid, one needs a...
AbstractWe offer an elementary proof of Pontryagin duality theorem for compact and discrete abelian ...
Given a number field $F$ and a reductive group $G$ over $F$, the unitary dual $\hat{G(\mathbb{A}_F)}...
AbstractThe aim of the paper is to generalize the notion of the Haar integral. For a compact semigro...
AbstractEquicontinuous semigroups of transformations of a compact Hausdorff space and their sets of ...
AbstractLet G be a locally compact abelian group, and let Ω be an open relatively compact subset of ...
ABSTRACT. Saeki’s result states that on any locally compact nondiscrete group there exist continuous...
AbstractIt is shown that a connected locally compact group G has a Hausdorff unitary dual space if a...
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