拓撲性質 的英文怎麼說
中文拼音 [tàpūxìngzhí]
拓撲性質
英文
topological property-
And it is nothing other than the new philosophy of the nature whose characteristics are the quantification of substance and the mechanization of the movement that defends the existence and the property of this quantum second, the quantification of substance and the mechanization of the movement which are emphasized by the new philosophy of the nature offers a intuitionistic continuun which takes the extension of the space - time for the birth of calculous
正是以物質的數量化和運動的機械化為特徵的新的自然哲學為這種量的存在及性質(特別是拓撲性質)和程序化的演算法提供辯護。其次,新的自然哲學所強調的物質的數量化和運動的機械化為微積分的產生提供了以時空廣延為模型的直觀連續統。At the same time, it is relatively colorfully that this paper makes use of some proverties of topological spaces to discuss the problems about countable ordinal exponentiation arithmetic
同時,本文用拓撲空間的一些性質來討論集合論中的可數序數指數運算問題也比較精彩。Properties of topologically stable homeomorphism on compact manifold
拓撲穩定同胚的性質For the reason of the restriction of the indefiniteness of network topology and the limitation of wireless medium bandwidth, the research in router protocols in manet is important and significant
由於網路拓撲結構的不確定性、無線介質帶寬有限等因素的制約, manet中的路由協議是其研究的一個熱點和難點。Topological properties of the - solutions set for vectorial equilibria
解集的拓撲性質The topological characteristics graph of flow is derived by means of topological analysis method
通過拓撲分析的方法,給出了橫流中有限寬窄縫射流旋渦近區流場的拓撲性質。On topological properties of one infinite dimensional space
一類無窮維空間的拓撲性質This idealized characteristics can be used for analyzing the converter topology but should not be used for the actual design, when, for example, heat sink requirements for the device are being estimated
這個理想化的特性可以用來分析換流器的拓撲性質但是不能應用於實際設計,例如估計設備所需的散熱器。Topological property of sequence space based on distinct position
序列位差空間的拓撲性質Chen lin ' s theory of topological perception
陳霖的拓撲性質知覺理論In the second part, some topological properties in l - topological spaces are deliberated
第二部分是關于l -拓撲空間中若干拓撲性質的研究。In this paper, we discuss properties of relative topology in l - fuzzy topological spaces
本文在上述研究的基礎上,討論了l - fuzzy拓撲空間中的相對拓撲性質。In fact, it turns out that the monotone versions also characterize significant topological properties
其實這種「單調形式」也反映了空間的重要的拓撲性質。The crossed cube is a variant of the hypercube, and it has better recursive structure, graph parameters and topological properties
摘要交叉立方體是超立方體的一個變種,具有良好的圖參數、拓撲性質和結構遞歸性。Chapter one defines some notions and gives some theorems about general topology and l - fuzzy topology we will use in this paper
第一章對全文將要用到的一般拓撲學中的相對拓撲性質及l - fuzzy拓撲學中的概念與結果等預備知識作了簡要概述。Properties of the relative topology have always played essential roles in topological spaces. until now, some important results have been obtained in general topological spaces, especially on the relative separation axioms and relative compactness
自從20世紀80年代a . v . arhangel 』 skii提出並系統地介紹了相對拓撲性質以來,相對拓撲性質一直是人們關注並不斷研究的課題,特別是在一般拓撲學的相對分離性與相對緊性方面獲得了相當有趣的結論。So far, mathematicians who study topology have obtained substantial achievements in important topological directions, such as generalized metric space, cardinal function, compactness, dimension theory, etc. but what is worth to paying attention to is that we often draw on one special type of topological space to think and solve problems, for example, the classical structures, sorgenfrey line k, michael line rq, niemytzki planetv, kxk, # q xp, etc. ; subtle and profound topological properties aredetailedly characterized by them
而值得注意的是,在一般拓撲學的研究歷史中,我們常常藉助一類特殊的空間來思考和解決問題,如我們熟悉的經典構造: sorgenfrey直線k 、 michael直線r _ q 、 niemytzki平面n 、 k k 、 r _ q p等等,漂亮地刻畫了細微而深奧的拓撲性質。A number of properties of countable topological space were given systematically, such as its countability, separability, compactness and connectedness, including their proofs on the basis of the nature of topological space, real number space and corresponding theorems
摘要在可數補拓撲空間的拓撲性質的研究基礎上,系統的給出了可數補拓撲空間的可數性,分離性,緊致性,連通性等性質,並給予證明。To characterize scale - free network topology more intuitively and profoundly, lorenz curve and gini coefficient which describe income inequality in economics are generalized into complex networks where people in economics are corresponding to nodes in networks and income is corresponding to node degree
摘要為更深刻直觀地定量刻劃無標度網路的拓撲性質,將經濟學中描述收入分配不均等程度的兩個重要概念:洛倫茨曲線和基尼系數推廣至一般的復雜網路。In section 2, we study the fixed point, stable set and unstable set of this system. for given parameters a trapping region is found with the property that any interval of unstable set will be expand under the map, so we get the conclusion that the system has infinitely many homoclinic orbits. as a consequence of the previous conclusion, we discuss the attractor of the system
在本文中,我們討論了一個分段線性模型,它是物理學中用來模擬r - l - diode電路行為的數學方程,通過研究,我們得到該系統的一些拓撲性質以及符號動力學中的一些結論,主要內容如下:在第二節中,我們對給定的參數值,通過數值計算研究了該系統的不動點,不動點附近的穩定集與不穩定集,發現該系統中存在一個捕捉區域:該區域中的不穩定流形總體上是擴張的。分享友人