摘要
在实Banach空间中证明了具有紧豫解式的m—增生算子连续扰动的几个映射定理，它们改进了文献［1］和［3］中的部分结果。
篠everal mapping theorems are proved involving compact resolvents of m-accretive opera-tors in Banach spaces. These theorems improve some results of Kartsatos and Liu [1] and of Wang [3].
出处
《浙江工业大学学报》
CAS
1997年第2期172-175,共4页
Journal of Zhejiang University of Technology
关键词
M-生长算子
连续扰动
映射定理
M-accretive operator
Continuous perturbation
Schauder fixed-point theorem
