A New Approach on Statistical Relative Modular Deferred Weighted Mean Based on (p, q)-integers

The notion of statistical deferred weighted summability technique has been explored by Srivastava et al. [46] in the recent past. The present article deals with the deferred weighted approach of summability in the modular space for the generalized double sequence of functions associated with (p, q)-integers. In fact, we basically introduce here the concept of relative modular deferred weighted statistical convergence and statistical relative modular deferred weighted summability for a double sequence of functions and build an inclusion connection between them.