Title of article
Better Error Estimation for a Certain Family of Summation Integral Type Operators
Author/Authors
YÜKSEL, İsmet Gazi Üniversitesi - Faculty of Science - Department of Mathematics, Turkey
From page
97
To page
106
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.
Keywords
Better error estimation , Peetre.s K − functional , Lipschitz condition , Bézier variant , Bounded variation function.
Journal title
Gazi University Journal Of Science
Journal title
Gazi University Journal Of Science
Record number
2600442
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