Abstract
The purpose of this article is to study and investigate statistically
probability convergence for the sequence of random variables by virtue
of deferred N\“{o}rlund and deferred Euler summability
mean. With the aid of MATLAB software, we also graphically exhibits the
statistically probability convergence for probability density function
of random variables. Further, as an application of our newly form
summability mean, we prove Korovkin type approximation theorem via
deferred N\”{o}rlund and deferred Euler statistically
probability convergence and present compelling instances to illustrate
the findings.