Double sequences of interval numbers defined by Orlicz functions

We define and study λ2-convergence of double sequences of interval numbers dened by Orlicz function and λ2-statistical convergence of double sequences of interval numbers. We also establish some inclusion relations between them

Editorial conclusion for the special issue "applications of symmetric functions theory to certain fields"

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Asymptotically Double Lacunary Equivalent Sequences in Topological Groups

In this paper we study the concept of asymptotically double lacunary statistical convergent sequences in topological groups and prove some inclusion theorems

Statistical convergence of Bernstein operators

The Bernstein operator is one of the important topics of approximation theory in which it has been studied in great details for a long time. The aim of this paper is to study the statistical convergence of sequence of Bernstein polynomials. In this paper, we introduce the concepts of statistical convergence of Bernstein polynomials and VB−summability and related theorems. We also study Korovkin type-convergence of Bernstein polynomials