Approximation of a Function Belonging to the Class Lip (ψ (t), p) by Using [s,an] Means

Abstract

introduced [F,dn] transformation which methods the Euler method (E,q) Karmata method (K λ ) and Lotosky method as particular cases. For the first time Meir and Sharma 5 introduced generalization of the Sa method and called it [S, αn] method. They obtained sufficient condition for the regularity of this method. They also examined the behaviour of its Lebesgue constant. Let a jbe a given sequence of real complex numbers. We shall say that a jf is the