AbstractIn the paper we consider T1,…,Td absolute contractions of von Neumann algebra M with normal, semifinite, faithful trace, and prove that for every bounded Besicovitch weight {a(k)}k∈Nd and every x∈Lp(M) (p>1) the averagesAN(x)=1|N|∑k=1Na(k)Tk(x) converge bilaterally almost uniformly in Lp(M)
We extend the noncommutative L1-maximal ergodic inequality for semi nite von Neumann algebras establ...
We prove that the weighted differences of ergodic averages, induced by a Cesàro bounded, strongly co...
Our first result is a noncommutative form of the Jessen-Marcinkiewicz-Zygmund theorem for the maxima...
AbstractIn the paper we consider T1,…,Td absolute contractions of von Neumann algebra M with normal,...
This paper projects another affine case study in the program of analyzing multiparameter a.e. conver...
In the present paper we prove weighted ergodic theorems and multiparameter weighted ergodic theorems...
International audienceThis paper is devoted to the study of various maximal ergodic theorems in nonc...
Consider a von Neumann algebra M with a faithful normal semifinite trace τ. We prove that each order...
International audienceWe prove maximal ergodic inequalities for a sequence of operators and for thei...
AbstractWe prove maximal ergodic inequalities for a sequence of operators and for their averages in ...
Abstract. In this paper we prove maximal ergodic theorem and a pointwise con-vergence theorem. Our r...
Abstract. We introduce a kind of convergence in L, ovcr a von Neumann algebra and prove a few typica...
AbstractLet M be a von Neumann algebra equipped with a normal semifinite faithful trace τ. Let T be ...
We prove a multiparameter Llogk L generalization of the Báez– Duarte Abelian ergodic theorem for pos...
. We consider subsequence versions of weighted ergodic theorems, and show that for a wide class of s...
We extend the noncommutative L1-maximal ergodic inequality for semi nite von Neumann algebras establ...
We prove that the weighted differences of ergodic averages, induced by a Cesàro bounded, strongly co...
Our first result is a noncommutative form of the Jessen-Marcinkiewicz-Zygmund theorem for the maxima...
AbstractIn the paper we consider T1,…,Td absolute contractions of von Neumann algebra M with normal,...
This paper projects another affine case study in the program of analyzing multiparameter a.e. conver...
In the present paper we prove weighted ergodic theorems and multiparameter weighted ergodic theorems...
International audienceThis paper is devoted to the study of various maximal ergodic theorems in nonc...
Consider a von Neumann algebra M with a faithful normal semifinite trace τ. We prove that each order...
International audienceWe prove maximal ergodic inequalities for a sequence of operators and for thei...
AbstractWe prove maximal ergodic inequalities for a sequence of operators and for their averages in ...
Abstract. In this paper we prove maximal ergodic theorem and a pointwise con-vergence theorem. Our r...
Abstract. We introduce a kind of convergence in L, ovcr a von Neumann algebra and prove a few typica...
AbstractLet M be a von Neumann algebra equipped with a normal semifinite faithful trace τ. Let T be ...
We prove a multiparameter Llogk L generalization of the Báez– Duarte Abelian ergodic theorem for pos...
. We consider subsequence versions of weighted ergodic theorems, and show that for a wide class of s...
We extend the noncommutative L1-maximal ergodic inequality for semi nite von Neumann algebras establ...
We prove that the weighted differences of ergodic averages, induced by a Cesàro bounded, strongly co...
Our first result is a noncommutative form of the Jessen-Marcinkiewicz-Zygmund theorem for the maxima...
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