Add to ORKGLet (X,µ) be a σ-finite measure space and let τ be an ergodic invertible measure preserving transformation. We study the a.e. convergence of the Cesàro-α ergodic averages associated with τ and the boundedness of the corresponding maximal operator in the setting of Lp,q(w dµ) spaces. 1
Let T be a positive L1-L8 contraction. We prove that the following statements are equivalent in cons...
Let T be a positive L1-L8 contraction. We prove that the following statements are equivalent in cons...
Let T be a positive L1-L8 contraction. We prove that the following statements are equivalent in cons...
Let (X,µ) be a [sigma]-finite measure space and let [tau] be an ergodic invertible measure preservin...
Let (X,µ) be a [sigma]-finite measure space and let [tau] be an ergodic invertible measure preservin...
AbstractLet T be a positive linear operator with positive inverse. We consider in this paper the erg...
Recently, Sarrión and the authors gave a sufficient condition on invertible Lamperti operators on Lp...
For a Cesàro bounded operator in a Hilbert space or a reflexive Banach space the mean ergodic theore...
We prove that the weighted differences of ergodic averages, induced by a Cesàro bounded, strongly co...
AbstractLet T be a positive invertible linear operator with positive inverse on some Lp(μ), 1⩽p<∞, w...
A sequence (sn) of integers is good for the mean ergodic theorem if for each invertible measure-pres...
Abstract. We consider the extent to which one can compute bounds on the rate of convergence of a seq...
Note:In this thesis, we discuss two asymptotic properties of some operators T on an L (1 <p < oo ) o...
Abstract. We consider the extent to which one can compute bounds on the rate of convergence of a seq...
Let T be a positive L1-L8 contraction. We prove that the following statements are equivalent in cons...
Let T be a positive L1-L8 contraction. We prove that the following statements are equivalent in cons...
Let T be a positive L1-L8 contraction. We prove that the following statements are equivalent in cons...
Let T be a positive L1-L8 contraction. We prove that the following statements are equivalent in cons...
Let (X,µ) be a [sigma]-finite measure space and let [tau] be an ergodic invertible measure preservin...
Let (X,µ) be a [sigma]-finite measure space and let [tau] be an ergodic invertible measure preservin...
AbstractLet T be a positive linear operator with positive inverse. We consider in this paper the erg...
Recently, Sarrión and the authors gave a sufficient condition on invertible Lamperti operators on Lp...
For a Cesàro bounded operator in a Hilbert space or a reflexive Banach space the mean ergodic theore...
We prove that the weighted differences of ergodic averages, induced by a Cesàro bounded, strongly co...
AbstractLet T be a positive invertible linear operator with positive inverse on some Lp(μ), 1⩽p<∞, w...
A sequence (sn) of integers is good for the mean ergodic theorem if for each invertible measure-pres...
Abstract. We consider the extent to which one can compute bounds on the rate of convergence of a seq...
Note:In this thesis, we discuss two asymptotic properties of some operators T on an L (1 <p < oo ) o...
Abstract. We consider the extent to which one can compute bounds on the rate of convergence of a seq...
Let T be a positive L1-L8 contraction. We prove that the following statements are equivalent in cons...
Let T be a positive L1-L8 contraction. We prove that the following statements are equivalent in cons...
Let T be a positive L1-L8 contraction. We prove that the following statements are equivalent in cons...
Let T be a positive L1-L8 contraction. We prove that the following statements are equivalent in cons...