Bernstein—Durrmeyer算子在Orlicz空间中的逼近

On Approximation by Bernstein-Durrmeyer Operators in Orlicz Spaces

本文以Orlicz空间中之K泛函为工具讨论了Bernstein—Durrmeyer算子在Orlicz空间中逼近的正定理与饱和性定理.其结果以任意阶的积分光滑模给出.

In this paper, the author study the Direct theorem and the Satura th theorem of Bernstein-Durrmeyer Operators w i th K functional The results be given w i th any order smoothness modulus of integrable