摘要
本文综述了近年来Marcikiewicy-Zygmund不等式的研究状况,并介绍了它们在插值多项式逼近理论中的应用.特别地,文中着重阐述了沈燮昌教授在该领域中的突出贡献.
This paper summaries the research situation of the Mareikiewicz- Zygmund Inequality and introduces their application in approximation theory of polynomial interpolation. Esppecially.this paper explains Professor Shen Xie-chang' s great comtribution in this field.
出处
《河南大学学报(自然科学版)》
CAS
1994年第1期1-10,共10页
Journal of Henan University:Natural Science
关键词
插值
沈燮昌定理
M-Z不等式
Marcinkiewicz - Zygmund Inequality,polynomial interpolation,Professor Shen Xiechang's theorem.