On $\left( p,q\right) $-analog of Stancu operators of rough $\lambda$- statistically $\rho$-Cauchy convergence of triple sequence spaces

In this work, using the concept of natural density, we introduce $\left(
 p,q\right) $-analogue Stancu-beta operators rough $\lambda$%
 -statistically $\rho$-Cauchy convergence on triple sequence spaces. We define
 set Bernstein Stancu beta opeators statistical limit points of
 a spaces and obtain to $\lambda-$statistical convergence
 criteria associated with set. Also, examine relations between the
 Bernstein-Stancu $\lambda$-statistically
 sequences.