论文标题
Bregman非专业类型的动作
Bregman nonexpansive type actions of semitopological semigroups
论文作者
论文摘要
让$ s $为半植物学的半群，让$ c $为反身巴拉赫空间的非空封闭凸子集。在$ s $的某些不适条件下，我们提供了几个Bregman notxpansive type Action的固定点的存在结果$ S \ times c \ to C $，$（s，x）\ mapsto t_s x $，$ c $上的$ s $。我们讨论的映射$ t_s $包括Bregman广义混合动力车，Bregman非宣传，而Bregman则渐近地差不多。
Let $S$ be a semitopological semigroup, and let $C$ be a nonempty closed convex subset of a reflexive Banach space. Under some amenability conditions on $S$, we provide existence results of fixed points for several Bregman nonexpansive type actions $S\times C\to C$, $(s,x)\mapsto T_s x$, of $S$ on $C$. The mappings $T_s$ we discuss include those being Bregman generalized hybrid, Bregman nonspreading, and Bregman left asymptotically nonexpansive.
