We say that an action of a countable discrete inverse semigroup on a locally compact Hausdorff space is amenable if its groupoid of germs is amenable in the sense of Anantharaman-Delaroche and Renault. We then show that for a given inverse semigroup, the action of on its spectrum is amenable if and only if every action of is amenable
. This note gives a necessary condition, in terms of graded actions, for an inverse semigroup to be...
Abstract. In this paper, among other things, we state and prove the mean ergodic theorem for amenabl...
Let be an inverse semigroup with the set of idempotents . In the current paper, we show that the pr...
In this paper we define a congruence ∼ on inverse semigroup S such that amenability of S is equival...
A countable group G is called topologically amenable if there exist a compact Hausdorff space X on w...
We analyze the dichotomy amenable/paradoxical in the context of (discrete, countable, unital) semigr...
In this article we will study semigroupoids, and more specifically inverse semigroupoids. These are ...
The last condition of the main thm was removed, the proofs are streamlinedInternational audienceWe s...
We show that the universal groupoid of an inverse semigroup S is topologically (measurewise) amenabl...
A new flavour of amenability for discrete semigroups is proposed that generalises group amenability ...
We consider the amenability of groupoids $G$ equipped with a group valued cocycle $c : G → Q$ with a...
ABSTRACT. We show that topological amenability of an action of a countable discrete group on a compa...
We study the notion of partial action of a locally compact groupoid on a C *-algebra. We show that t...
There has been much work done recently on the action of semigroups on sets with some important appli...
We start with a groupoid G endowed with a family W of subsets mimicking the properties of a neighbor...
. This note gives a necessary condition, in terms of graded actions, for an inverse semigroup to be...
Abstract. In this paper, among other things, we state and prove the mean ergodic theorem for amenabl...
Let be an inverse semigroup with the set of idempotents . In the current paper, we show that the pr...
In this paper we define a congruence ∼ on inverse semigroup S such that amenability of S is equival...
A countable group G is called topologically amenable if there exist a compact Hausdorff space X on w...
We analyze the dichotomy amenable/paradoxical in the context of (discrete, countable, unital) semigr...
In this article we will study semigroupoids, and more specifically inverse semigroupoids. These are ...
The last condition of the main thm was removed, the proofs are streamlinedInternational audienceWe s...
We show that the universal groupoid of an inverse semigroup S is topologically (measurewise) amenabl...
A new flavour of amenability for discrete semigroups is proposed that generalises group amenability ...
We consider the amenability of groupoids $G$ equipped with a group valued cocycle $c : G → Q$ with a...
ABSTRACT. We show that topological amenability of an action of a countable discrete group on a compa...
We study the notion of partial action of a locally compact groupoid on a C *-algebra. We show that t...
There has been much work done recently on the action of semigroups on sets with some important appli...
We start with a groupoid G endowed with a family W of subsets mimicking the properties of a neighbor...
. This note gives a necessary condition, in terms of graded actions, for an inverse semigroup to be...
Abstract. In this paper, among other things, we state and prove the mean ergodic theorem for amenabl...
Let be an inverse semigroup with the set of idempotents . In the current paper, we show that the pr...
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