1) higher prolongations
高阶延伸集
1.
higher prolongations and higher prolongational limit set in dynamical system are discussed,and the condition that the higher prolongations and higher prolongational limit set of a set are connected are given: let X be a locally compact metric space,suppose M is connected,then D~+_α(M) is connected when it is compact;suppose M is compact and connected,then J~+_α(M) is connected when it is compact.
讨论动力系统中的高阶延伸集和高阶延伸极限集,给出集合的高阶延伸集和高阶延伸极限集的连通性的条件:设X是局部紧的度量空间,当M是连通的,D+α(M)是紧的则它是连通的;当M是紧的和连通的,且J+α(M)是紧的则它是连通的。
2) higher prolongational limit set
高阶延伸极限集
1.
higher prolongations and higher prolongational limit set in dynamical system are discussed,and the condition that the higher prolongations and higher prolongational limit set of a set are connected are given: let X be a locally compact metric space,suppose M is connected,then D~+_α(M) is connected when it is compact;suppose M is compact and connected,then J~+_α(M) is connected when it is compact.
讨论动力系统中的高阶延伸集和高阶延伸极限集,给出集合的高阶延伸集和高阶延伸极限集的连通性的条件:设X是局部紧的度量空间,当M是连通的,D+α(M)是紧的则它是连通的;当M是紧的和连通的,且J+α(M)是紧的则它是连通的。
3) Prolongation limit set
一阶延伸极限集
4) prolongational set
延伸集
1.
The equivalent definitions of the first prolongation and the prolongational set of a set are discussed.
利用拓扑分析方法给出延伸集与延伸极限集的等价定义及它们是连通的条件 。
5) prolongational limit set
延伸极限集
6) extendable collectivity management
延伸性集体管理
补充资料：奉先张明府休沐还乡海亭宴集探得阶字
【诗文】：
自君理畿甸，余亦经江淮。
万里书信断，数年云雨乖。
归来休浣日，始得赏心谐。
朱绂恩虽重，沧州趣每怀。
树低新舞阁，山对旧书斋。
何以发秋兴，阴虫鸣夜阶。
【注释】：
【出处】：
孟浩然诗集校注全唐诗：卷160_155
自君理畿甸，余亦经江淮。
万里书信断，数年云雨乖。
归来休浣日，始得赏心谐。
朱绂恩虽重，沧州趣每怀。
树低新舞阁，山对旧书斋。
何以发秋兴，阴虫鸣夜阶。
【注释】：
【出处】：
孟浩然诗集校注全唐诗：卷160_155
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