The aim of the present paper is to introduce new type integral operators which involve Sheffer polynomials. We investigate approximation properties of the our operators with the help of the universal Korovkin-type property and also establish the rate of convergence by using modulus of continuity, second order modulus of smoothness and Petree’s Kfunctional. Moreover, some examples which include ...

This article investigates the approximation properties of a general family positive linear operators defined on unbounded interval [0,?). We prove uniform convergence theorem and Voronovskayatype for functions with polynomial growth. More precisely, we study weighted i.e basic theorems, quantitative Voronovskaya-asymptotic theorems Gr?ss in spaces. Finally, obtain rate these via suitable modulu...

In the present paper, our purpose is to generalize Jakimovski-Leviatan-Păltănea operators in sense of Chlodowsky. After introducing new we first obtain moments these order establish convergency properties with help Korovkin's theorem. that, give local approximation result and Voronovskaya type We also examine convergence weighted space functions. Lastly determine rate aid modulus continuity