With the aid of regular integral operators, we will be able to generalize statistical limit-cluster points and statistical limit inferior-superior ideas on time scales in this work. These two topics, which have previously been researched separately from one another sometimes only in the discrete case and other times in the continuous case, will be studied at in a single study. We will investigate the relations of these concepts with each other and come to a number of new conclusions. On some well-known time scales, we shall analyze these ideas using examples.
Regular summability methods, statistical convergence, delta measure on time scales, time scales, statistical limit and cluster points, statistical limit superior and inferior
"Generalization of statistical limit-cluster points and the concepts of statistical limit inferior-superior on time scales by using regular integral transformations,"
Turkish Journal of Mathematics: Vol. 47:
2, Article 2.
Available at: https://journals.tubitak.gov.tr/math/vol47/iss2/2