topological limit 中文意思是什麼
topological limit
解釋
拓撲極限- topological : 拓撲的
- limit : n. 1. 界限，界線；邊界。2. 極限，限度；限制。3. 〈pl. 〉范圍，范域。4. 限價；限額；賭注限額；獵物限額。vt. 1. 限制，限定。2. 減少。adj. -able
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The present paper shows that a class of continuous maps on circles which is extensiver than expand maps is topological stable. and its inverse limit systems are expansive
摘要討論圓周上一類比擴張映射更廣泛的連續映射，證明這種映射是拓撲穩定的， ?且其逆極限系統是可擴的。 -
By using the known results of type quadratic system, we analyse thecreation and disappearance of limit cycles for type system as a = 0, and obtainsome new topological structures of phase - portraits, which do not appear for type system
利用關于類二次系統的已知結果，在此文中我們系統分析了類二次系統當= 0時其極限環的產生與消失的整個過程，並給出了一些新的拓撲結構變化，它們在類系統中是不會出現的 -
We define generalized scott topology on an l - fuzzy domain, prove that it is a generalization of scott topology on ordinary domain, and an l - fuzzy monotone mapping is an l - fuzzy scott continuous mapping if and only if it is continuous with respect to the generalized scott topologies, which means that topological continuity is identical to limit continuity
在l - fuzzydomain上定義廣義scott拓撲，證明了它是通常domain上的scott拓撲的推廣，並且滿足拓撲連續與極限連續一致，即一個l - fuzzy單調映射是l - fuzzyscott連續映射當且僅當它關于其上的廣義scott拓撲連續。 -
In this paper, we mainly discuss the topological structure of several classes of special fourth polynomial differential systems with the first and the third critical singular point. as in paper [ l ], mr han yuliang have discussed the system in the first critical case and the system in the third critical case ( where b, a30 0 in system ( l ) and ( 2 ) ) here, we use the tools and method of paper [ l ], to study the system where, 040, b04r - { 0 }, where, 640, ao4r - { 0 }, 631, 622513, b04er for the system ( 3 ) and ( 4 ), because of their only one finite singular points, and they are saddle - nodes, we can easily give the result that there is no limit cycle in their phase portrait
本文主要是研究在第一及第三臨界情形下的幾類特殊四次多項式微分系統的全局拓撲結構，在文獻中，韓玉良主要考慮了第一臨界情形下的系統及第三臨界情形下的系統的全局結構，並畫出它們所有可能的全局相圖， （在（ 1 ） ， （ 2 ）中， b ： a _ （ 30 ） 0 ）本文根據文獻的工具和方法，考慮系統：其中，以及系統其中，這樣，由於等號右端多項式次數的增加，極限環的存在性問題變簡單了，但討論系統的全局結構時，特別是作全局相圖時，難度增大了。
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