Add to ORKGLet(Ω,,P)be a non-atomic probability space and letT:Ω→Ω be an ergodic measure preserving transformation.For each pair of nonnegative integers n,m we define theoperator T_(n,m),acting on measurable functions as0597-11
We show that a pair (G,H) has Kazhdan’s property (T) if and only if every H-ergodic measure preservi...
Let U1,…,Ud be a non-periodic collection of commuting measure preserving transformations on a probab...
This article deals with linear operators T on a complex Hilbert space , which are bounded with respe...
result on the existence a.e. and boundedness of the ergodic Hilbert transform defined by a measure-p...
Fava\u27s weak type LlogL estimate for strong two-parameter ergodic maximal operators associated to ...
Abstract. Fava’s weak type L logL estimate for strong two-parameter ergodic maximal operators associ...
International audienceThis paper is devoted to the study of various maximal ergodic theorems in nonc...
NOTE: Text or symbols not renderable in plain ASCII are indicated by [...]. Abstract is included i...
106 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1999.This thesis combines the theo...
There is a maximal inequality on the integers which implies not only the classical ergodic maximal i...
The uniqueness theorem for the ergodic maximal operator is proved in the continuous case. Let (X, S,...
Abstract: We construct a (non-integrable) function f and two measure preserv-ing, ergodic transforma...
Let (X,µ) be a [sigma]-finite measure space and let [tau] be an ergodic invertible measure preservin...
Abstract. We define a notion of entropy for an infinite family C of measurable sets in a probability...
We characterize two-weight norm inequalities for potential type integral operators in terms of Sawye...
We show that a pair (G,H) has Kazhdan’s property (T) if and only if every H-ergodic measure preservi...
Let U1,…,Ud be a non-periodic collection of commuting measure preserving transformations on a probab...
This article deals with linear operators T on a complex Hilbert space , which are bounded with respe...
result on the existence a.e. and boundedness of the ergodic Hilbert transform defined by a measure-p...
Fava\u27s weak type LlogL estimate for strong two-parameter ergodic maximal operators associated to ...
Abstract. Fava’s weak type L logL estimate for strong two-parameter ergodic maximal operators associ...
International audienceThis paper is devoted to the study of various maximal ergodic theorems in nonc...
NOTE: Text or symbols not renderable in plain ASCII are indicated by [...]. Abstract is included i...
106 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1999.This thesis combines the theo...
There is a maximal inequality on the integers which implies not only the classical ergodic maximal i...
The uniqueness theorem for the ergodic maximal operator is proved in the continuous case. Let (X, S,...
Abstract: We construct a (non-integrable) function f and two measure preserv-ing, ergodic transforma...
Let (X,µ) be a [sigma]-finite measure space and let [tau] be an ergodic invertible measure preservin...
Abstract. We define a notion of entropy for an infinite family C of measurable sets in a probability...
We characterize two-weight norm inequalities for potential type integral operators in terms of Sawye...
We show that a pair (G,H) has Kazhdan’s property (T) if and only if every H-ergodic measure preservi...
Let U1,…,Ud be a non-periodic collection of commuting measure preserving transformations on a probab...
This article deals with linear operators T on a complex Hilbert space , which are bounded with respe...