摘要
引入了一类修正的Szász-Mirakjan-Kantorovich（简称SMK）算子,它具有常数保持与平方保持性质,并且在区间[√3/3,＋∞）上,它比经典的SMK算子和文献[1]定义的修正的SMK算子具有更好的收敛结果.最后给出了该修正算子的Voronovskaya型定理.
In this paper,we introduce a class of modified Szász-Mirakjan-Kantorovich（abbreviated SMK）operators which have better error estimation on the interval[√3/3,＋∞）than the classical SMK operators and the modified SMK operators discussed in Duman[1].We also present a voronovskaya-type theorem for these modified operators.
出处
《学术问题研究》
2015年第1期88-90,共3页
Academic Research(Integrated Edition)
基金
仰恩大学科研培育计划项目(KJ20143001)
