摘要
V.I.Istratescu引入了复一致凸性和复一致平滑性的概念.本文证明了它们分别等价于一致凸性和一致平滑性.
V. I. Istratescu introduced the concepts of complex uniformly convex Banach spaces and complex uniformly smooth Banach spaces. In this note we show that complex uniformly convexity is equivalent to uniformly convexity and complex uniformly smoothness is equivalent to uniformly smoothness.
关键词
复一致凸
复一致平滑
一致凸
一致平滑
complex uniformly convex
complex uniformly smooth
uniformly convex
uniformly smooth