O177.91
国家自然科学基金资助项目(19971056)
引入并研究了两个距离空间之间、距离空间与Banach空间之间的Lipschitz-[WTBX]α[WTBZ] 算子,讨论了这类算子的可逆性,并给出了可逆性的一个扰动定理。
This paper introduces nonlinear Lipschitz-ɑ operators between two metric spaces and those between metric space and Banach space. The invertibility of these operators is discussed. Moreover, the perturbation theory of invertibility is proved.
陈广锋,曹怀信,赵勇斌.距离空间之间的非线性Lipschitz-算子[J].空军工程大学学报,2006,(6):84-86