We define Borel rough summable of triple sequences and discuss some fundamental results related to Borel rough summable of triple Bernstein–Stancu operators based on ( p , q )-integers. Further,… Click to show full abstract
We define Borel rough summable of triple sequences and discuss some fundamental results related to Borel rough summable of triple Bernstein–Stancu operators based on ( p , q )-integers. Further, we study rough-weighted generalized statistical convergence method for some approximation properties for ( p , q )-analogue of Bernstein–Stancu operators for triple sequence of fuzzy numbers. With the help of an example we illustrate our approximation results.
               
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