A discrete positive linear operators based on Stirling polynomials is studied here. As per our knowledge, the approximations of these operators have not been studied earlier. We proved a convergence theorem for these operators and give the quantitative estimation of the approximation process by using a classical approach and the second modulus of continuity. The paper also contains the graphical repre-sentation based on Mathematica which verify the approximation properties of these operators. As per the calculations in the paper, we have observed that the composition of these operators with some integral operators provides us with a summation-integral type operator, which can be a new source of study for further research.
Kothari et al. (Wed,) studied this question.