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Radial extension of a bi-Lipschitz parametrization of a starlike Jordan curve
Radial extension bi-Lipschitz parametrization
2010/11/24
In this paper we discus the radial extension $w$ of a bi-Lipschitz parameterization $F(e^{it})=f(t)$ of a starlike Jordan curve $\gamma$ w.r. to $0$. We show that, if parameterization is bi-Lipschitz,...
非线性Lipschitz连续算子的定量性质（Ⅳ）──谱理论
Lipschitz连续算子 谱 一致凸Banach空间
2007/12/12
本文将有界线性算子谱的定义及若干重要谱性质推广至非线性Ｌｉｐｓｃｈｉｔｚ连续算子，并得到一些有意义的结果．