1) weakly inward mapping
弱内向
1.
Using mainly the properties of solutions of ordinary differential equations in Banach space,we define fixed point indices for weakly inward mappings with some restrictions which are defined on general closed convex sets.
本文主要利用Banach空间中凸闭集上常微分方程解的性质研究弱内向映象在满足一定条件下的不动点指数,并给出不动点指数的性质,得到一系列的不动点定理。
2) weakly inward maps
弱内向映射
3) Weakly inwardness
弱内向条件
4) random weakly inward mapping
随机弱内向映射
1.
In this paper, using random fixed point index theory and random theory on ordinary differential equations, we proved the existence theorem of three random solutions for random weakly inward mapping.
利用随机不动点指数理论及Banach常微分方程理论的随机结果,证明了关于随机弱内向映射一个随机三解定理。
5) weakly inward mappings(set)
弱内向映象(集)
6) completely continuous and weakly inward map
全连续弱内向映象
1.
In this paper,based on a basic result on locally Lipschitz completely continuous and weakly inward maps,some new fixed point theorems of locally Lipschitz completely continuous and weakly inward maps defined on a closed bounded convex set are obtained.
利用有界凸闭集上局部Lipschitz全连续弱内向映象的不动点指数一个基本结论,得到了有界凸闭集上局部Lipschitz全连续弱内向映象的新不动点定理。
2.
In this paper,by means of property of strictly convex(concave) functions and a basic result on locally Lipschitz completely continuous and weakly inward maps,some new fixed point theorems of locally Lipschitz completely continuous and weakly inward maps defined on a closed bounded convex set are obtained.
利用严格凸(凹)函数的性质和有界凸闭集上局部Lipschitz全连续弱内向映象的一个基本结论,得到了有界凸闭集上局部Lipschitz全连续弱内向映象的若干新不动点定理。
补充资料：弱弱联合
弱弱联合是指两个总体实力都不强但都拥有自己独特的某方面优势的企业之间进行联合，以形成较强的实力。弱弱联合，弱企业之间优势互补，可以形成整体实力变强的效应。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条