On deferred statistical convergence through regular variations

L. Nayak, P. Baliarsingh, S. Samantaray, P.K. Das


In this paper, we introduce the idea of deferred statistical
convergence via the concept of regular variations. In fact, we
study the convergence of real sequences or measurable functions
using ideas of variations such as regular, $\mathcal{O}-$regular,
translational regular and rapid, etc, in deferred statistical
perspective. We established some relations among these different
deferred statistical variations


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