Some Korovkin-Type Approximation Theorems Associated with a Certain Deferred Weighted Statistical Riemann-Integrable Sequence of Functions

Here, in this article, we introduce and systematically investigate the ideas of deferred weighted statistical Riemann integrability summability for sequences functions. We begin by proving an inclusion theorem that establishes a relation between these two potentially useful concepts. also state prove Korovkin-type approximation theorems involving algebraic test functions using our proposed concepts methodologies. Furthermore, order to demonstrate usefulness findings, consider illustrative example sequence positive linear operators conjunction with familiar Bernstein polynomials. Finally, concluding section, propose some directions future research on topic, which are based upon core concept Lebesgue-measurable