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The notion of statistical convergence was introduced by Fast [19] and Schoenberg [38] independently. Over the years and under different names statistical convergence has been discussed in the theory of Fourier analysis, ergodic theory and number theory. Later on it was further investigated from various points of view. For example, statistical convergence has been investigated in summability theory by (Fridy [20], S̆alát [36]). The notion of statistical convergence depends on the density (asymptotic or natural) of subsets of N. A subset of N is said to have density δ (E) if

Korovkin-type approximation theorem for Bernstein Stancu operator of rough statistical convergence of triple sequence