  In this paper, we introduce a modification of the Szasz-Mirakjan-Kantorovich
operators as well as Stancu operators [9] (or a Dunkl generalization of
modified Szasz-Mirakjan-Kantrovich operators [5]) which preserve the linear
functions. These types of operators modification enables better error
estimation than the classical Dunkl Szasz-MirakjanKantrovich as well as Stancu
operators. We obtain some approximation results via well known Korovkin's type
theorem, weighted Korovkin's type theorem convergence properties by using the
modulus of continuity and the rate of convergence of the operators for
functions belonging to the Lipschitz class
