Λ- statistical convergence on time scales

Statistical convergence has an important place in summability theory and functional analysis. In recent years, statistical convergence has been defined in various forms and has been studied by many mathematicians on an arbitrary time scale. In this study, λ- statistical convergence will be given on an arbitrary time scale and the relation between λp- Cesàro summability and α. grade λ-statistical convergence will be expressed on that timescale. Before these parts are given, concepts and theorems related to the time scale will be expressed and the statistical convergence will be explained in the classical sense. Finally, α. grade λ- statistical boundedness will be given and inclusion relations will be proved.