Strong summation process in locally integrable function spaces

Abstract

In this paper, using the concept of strong summation process, we give a

Korovkin type approximation theorem for a sequence of positive linear

operators acting from $L_p,q (loc)$ into itself. We also study modulus of

continuity for $L_p,q (loc)$ approximation and give the rate of convergence

of these operators.

Keywords

• A-summability,positive linear operators,locally integrable functions,Korovkin type theorem,modulus of continuity,rate of convergence

References

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