Statistical αβ-Summability and Korovkin Type Approximation Theorem

In this study, we define [N-gamma; alpha beta](q)-summability and statistical (N-gamma; alpha beta) summability. We also establish some inclusion relation and some related results for this new summability methods. Further we apply Korovkin type approximation theorem through statistical (N-gamma; alpha beta) summability and we apply the classical Bernstein operator to construct an example in support of our result. Furthermore, we present a rate of convergence which is uniform in Korovkin type theorem by statistical (N-gamma; alpha beta) summability.