Banach空间中含(A,η,m)-增生算子的一类新广义非线性集值变分包含组

考察Banach空间中含(A,η,m)-增生映射的一类新广义非线性集值变分包含组.运用Nadler引理,将广义预解算子技术与(A,η,m)-增生算子联系起来,通过构造新的迭代算法,在适当的条件下证明了该迭代算法是强收敛的.

Zeros of Perturbed m-Accretive Operators

In this paper, we give a full answer to a question posed by Kartsatos [1], and weaken the conditions of Kartsatos' theorem，

Remarks on the Mapping Theorems Involving Compact Perturbations of M-Accretive Operators in Banach Spaces

In the present paper, by virtue of new approch techniques, we obtain several mapping theorems involving compact perturbations of m—accretive operators.These results improve and extend the corresponding those obtained by Kartsatos,Zhu, and Kartsatos and Mabry.