On statistical and strong convergence with respect to a modulus function and a power series method


Cemal Belen, Mustafa Yıldırım, Canan Sümbüul




This paper introduces and focuses on two pairs of concepts in two main sections. The first section aims to examine the relation between the concepts of strong J p-convergence with respect to a modulus function f and J p-statistical convergence, where J p is a power series method. The second section introduces the notions of f-J p-statistical convergence and f-strong J p-convergence and discusses some possible relations among them.