一类Meyer-knig-Zeller型概率算子列的极限及其逼近

Limits and approximation of a Meyer-knig-Zeller type probability operator

用概率方法定义了一类Meyer-knig-Zeller型算子,结合逼近论和概率论的知识讨论了该算子列的极限,得到了收敛阶的估计.

Using the methods of probability, a kind of Meyer-konig-Zeller type probability operators are introduced. By the means of probability and approximation, the limits of these operators are studied, and the rates of convergence for these operators are obtained.