Abel-ergodic properties of pseudo-resolvents and applications to semigroups
This paper is devoted to the study of ergodic properties of strongly and weakly continuous semigroups of operators on Banach spaces. Some equivalent conditions are given for the weak and strong Abel and Cesàro ergodic properties of locally integrable semigroups. Such conditions are applied to the study of the quasi-weakly \(Y\)-integrable semigroups.
ergodic properties of strongly and weakly continuous semigroups of operators on Banach spaces
weak and strong Abel and Cesàro ergodic properties of locally integrable semigroups
quasi-weakly \(Y\)-integrable semigroups
scientific article; zbMATH DE number 549625