n-spaces 中文意思是什麼
n-spaces
解釋
咩共享空間-
In the first part, the concepts of the completely normal spaces and strong completely normal spaces in l - topological spaces are defined, which are the generalization of the completely normal spaces in general topological spaces. they are some good properties such as hereditary, weakly homeomorphism invariant properties, good l - extension, but they are n ' t producible in general. moreover, their several sufficient and necessary conditions in induced spaces are presented
第一部分的主要內容如下：第一部分這一部分是將一般拓撲學的完全正規分離性的概念推廣到了l -拓撲空間，給出了l -拓撲空間的完全正規分離性和強完全正規分離性的定義並討論了它們的若干性質，比如，它們都是可遺傳的，弱同胚不變的， 「 lowen意義下好的推廣」等。 -
N recent years, there has been a surge in the demand for mini - storage and documentary storage facilities worldwide. this is because individuals and corporations recognise the convenience and cost benefits of self - storage in maximising living and working spaces. in this regard, self - storage has quickly become one of lifes necessities
儲存易迷你倉集團佔地30萬尺， 23間分店遍布香港九新界鄰近地鐵，儲存易迷你倉供給客戶安全而可靠的儲物空間，解決客戶家中或辦公室內堆存物件的存放問題。 -
The views about status and role of smles do n ' t agree with each other in china now, but it is commonly believed that smles are minor role in logistics industry who fill the market blank and have much limited development spaces that large logistics enterprises ca n ' t reach effectively
目前在我國，對中小物流企業地位和作用的看法並不一致，不過人們普遍認為它們只能在物流產業中扮演「拾遺補缺」的配角，只能在大型物流企業難以滿足的狹小市場空間中得以生存發展。 -
The paper do n ' t attempt to definite new generalized metric space classes and new covers and mappings. this is because in the development of revent several decades in topology, the space classes were definited by all sorts of formal generalizations have reached a flooded extent, continual introduction of new spaces and over tiny division have made topology develop to an empty theorical margin
本文不試圖去定義新的廣義度量空間類以及新的覆蓋與映射，這是因為近幾十年拓撲學的發展，各種形式的「推廣」所定義的空間類已達到泛濫的程度，新空間的不斷引入，過細的劃分使得拓撲學似乎發展到了空洞的理論邊緣。 -
Then in chapter 4, we denote n as the sum of some root spaces ga
在第四節中，令吒表示某些根空間的和。 -
On the exact estimation of n - widths of certain function classes in orlicz spaces
空間中的寬度的精確估計 -
In this paper, the authors generalize the definitions of several spaces of holomorphic functions from the unit disc in c to the unit ball in c ( superscript n ), where the growth of holomorphic functions depends on a weight function
摘要該文將幾個全純函數空間的定義從單復變數推廣到多復變數，這些空間中全純函數的增長性依賴于某個權函數。 -
The paper has four parts. the first chapter, introduction, gives the origin of the problems and our main results. the second chapter proves that countable paracompact ( mesocompact, metacompact ) spaces have the characterization of junnila ' s and that hereditarily mesocompact spaces do n ' t have it. at last, we give the sufficient conditions for a space having the property that its every scattered partition has a compact - finite open expansion
第二章詳細證明了可數仿緊（中緊、亞緊）空間有類似junnila的刻畫，遺傳中緊空間不具有類似junnila的刻畫，最後給出了正則空間的每個散射分解有緊有限的開膨脹的充要條。 -
Mark spaces that do not apply to the system being qualified with n / a ( not applicable ) and provide an explanation where appropriate
在對整個系統都沒有作用的空白處寫上n / a ，有可能的話提供一個合理的解釋。 -
Nevertheless, the existing town green spaces such as parks, squares have constructional problems, which ca n ' t meet the requirement and bring about new urban problems
然而現有的城市綠地如公園、廣場等存在建設的誤區，不能滿足城市的需求，甚至帶來新的城市問題。 -
L - fuzzy - n - compact spaces
良緊空間 -
In this thesis, we investigate bloch constant bn of the functions whose derivative has zeros with multiplicity at least n, and composition operators on bloch spaces
本文主要研究導函數零點重級至少為n的函數的bloch常數和bloch空間上的復合運算元。
分享友人