1. Approximation of functions by a new type of Gamma operators
- Author
-
Ömür Betus, Fuat Usta, and [Belirlenecek]
- Subjects
Computational Mathematics ,Numerical Analysis ,Pure mathematics ,Rate of convergence ,weighted approximation ,Applied Mathematics ,Voronovskaya type theorems ,numerical results ,Type (model theory) ,Analysis ,Gamma operators ,rate of convergence ,Mathematics - Abstract
In this article, a new type of Gamma operators which preserves 1 and x(2) has been presented and tested. In order to show the approximation properties of the newly defined operator, Voronovksya type theorems, weighted approximation, rate of convergence, and pointwise estimates have been presented. Additionally, numerical examples implemented by MATLAB have been provided to show its approximation properties by numerically. WOS:000590077900001 2-s2.0-85096647520
- Published
- 2020