Paper Contents
Abstract
In the present paper we propose an integral modification of Jakimovski- Leviatan operators involving Appell Polynomials. Using Korovkin Theorem we obtain the approximation properties of these operators. We compute an estimateof the order of approximation of a continuous functions by means of the operator via first order modulus of continuity. We also give an asymptoticestimate through Voronovskaja - type result for these operators.
Copyright
Copyright © 2024 Nandita Gupta. This is an open access article distributed under the Creative Commons Attribution License.
Paper ID:
IJPREMS40800017710
ISSN:
2321-9653
Publisher:
ijprems