Investıgatıon Of Approach Propertıes Of Lınear Posıtıve Operators


Thesis Type: Post Graduate

Institution Of The Thesis: Gazi Üniversitesi, Fen Bilimleri Enstitüsü, Turkey

Approval Date: 2018

Student: ZAHİR EKREM SARITEKE

Consultant: OGÜN DOĞRU

Abstract:

In this study, the definition and approximation properties of a general class of univariate linear positive operators expressed by the series defined by Agratini are discussed. Some specific examples of these sequences are also included. Finally, the definition and approximation properties of the generalized bivariate Szasz operators are examined. It is also informed that the definition and approximation properties of the generalized bivariate Baskakov Operators constructed in a similar way are examined.