摘要
在二元广义Baskakov算子的基础上定义了一种新的二元非乘积型Baskakov-Kantorovich算子,并且讨论了该算子在Lp空间中的逼近性质,进而利用光滑模给出该算子在Lp空间上的逼近阶。
On the basis of multidimensional general Baskakov operators, this paper introduces a new multidimensional non-product-type Baskakov-Kantorovich operator, and discusses the approximation properties in Lp spaces. Besides, we investigate the rate of approximation in L, spaces by taking advantage of the modulus of smoothness.
出处
《杭州电子科技大学学报（自然科学版）》
2015年第6期99-102,共4页
Journal of Hangzhou Dianzi University：Natural Sciences
