一类Meyer-k?nig and Zeller型概率算子的逼近度估计  

Approximation Degree Estimate of A Meyer-k?nig and Zeller Type Probability Operators

作　　者：刘生贵[1] LIU Sheng-gui(School of Mathematics,Jiaying University,Meizhou 514015,China)

机构地区：[1]嘉应学院数学学院,广东梅州514015

出　　处：《嘉应学院学报》2018年第5期5-7,共3页Journal of Jiaying University

摘　　要：对一类Meyer-k?nig and Zeller型概率算子,结合逼近论和概率论的方法,讨论了该算子列的逼近性质,得到了逼近度的估计.Using the methods of approximation and probability,the approximating properties of a Meyer-konig and Zeller type operator are discussed.And the approximation degree for these operators is obtained.

关 键 词：MEYER-KONIG and ZELLER型算子 概率方法 逼近度 

分 类 号：O174.41[理学—数学]