摘要：AbstractIn the present article we study the approximation properties of Phillips operators byq-Dunkl generalization. We construct the operators in a newq-Dunkl form and obtain the approximation properties in weighted function space. We give the rate of convergence in terms of Lipschitz class by initiate the modulus of continuity and finally, we present some direct theorems in Peetre’sK-functional.
关键词：Szász operators;Phillips operators;q;-Dunkl analogue;modulus of continuity;weighted modulus of continuity
