摘要
本文讨论了积分型Meyer-Konig-Zeller算子的逼近度和饱和性质.所得结论表明,积分型Meyer-Konig-Zeller算子和Kantorovich型Meyer-Konig-Zeller算子有相同的逼近阶、饱和阶及饱和类.
This paper deals with the convergence rate and the Lp-saturation for approxi-mation by integral type Meyer-Konig and Zeller operators. The open problems po-sed in [2] are solved.
