摘要
In this paper for a Jordan domaon D with smoothness the degree of approximation in of rational interpolating functions at the Fejer points of meromorphic functions with finite poles in D is obtained.
在本文中考虑光滑度为1+ε的Jordan区域D,ε>0,得到了在区域内具有有限个极点的亚纯函数在Fejer插值基点上的有理插值函数的L^p(D)空间中的平均逼近阶,0<p<+∞。
