Better Error Estimation for a Certain Family of Summation Integral Type Operators

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Gazi University Journal of Science
Volume:25 Issue:1
Better Error Estimation for a Certain Family of Summation Integral Type Operators

Better Error Estimation for a Certain Family of Summation Integral Type Operators

Authors : İsmet YUKSEL

Pages : 97-106

View : 50 | Download : 10

Publication Date : 2012-01-24

Article Type : Other Papers

Abstract :In the present paper, we propose a modification for a certain family of summation integral type operators. We study direct results on the modified operators. It is also observed that our modified operators have better estimates over the original operators. Key words and phrases: Better error estimation, Peetre.s functional, Lipschitz condition, Bézier variant, Bounded variation function.
Keywords : Better error estimation, Peetre s functional, Lipschitz condition, Bézier variant, Bounded variation function

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