ON APPROXIMATING PROPERTIES OF BLENDED VARIANT OF KANTOROVICH-STANCU TYPE LUPAŞ OPERATORS.

We introduce blended variant of Kantorovich-Stancu type Lupaş operators and study convergence and q-statistical convergence properties using Korovkin theorem. We investigate rate of convergence interms of modulus of continuity, Peetre's K-functional and Lipschitz functions. Some Direct results and Voronovskaja type theorem are established. Moreover, graphical analysis and error estimations are presented using MATLAB. [ABSTRACT FROM AUTHOR]