緊性 的英文怎麼說
中文拼音 [jǐnxìng]
緊性
英文
compact space-
Some properties of compactness on fuzzy metric spaces are studied, especially sequentially compactness, totally bounded sets, compact sets and compactness on the kind of spaces, and several theorems on compactness of fuzzy metric spaces are proved
摘要研究了模糊度量空間的緊性，主要討論了列緊性、全有界性、自列緊性和緊性等，證明了幾個關于模糊度量空間緊性的命題和定理。Inclusive regular separation in l - fuzzy topological spaces
閉包空間的緊性和分離性Compactness of lawson topology in continuous dcpo
拓撲的緊性Standard test method for resistance to unsnapping of snap fasteners
按扣抗不易扣緊性的標準試驗方法Some results on the compactness and supercompactness of graph and their semi - complement graph the refined maximum principlefor nonlinear elliptic equationson general bounded domains
圖及其準補圖的緊性和超緊性的補充結果We study the relation of carleson measure and toeplitz operator on bergman space of bounded symmetry domians, and give a charactering of a composition operator, also give a charactering of bounded and compact weighted composition operator
研究了有界對稱域上bergman空間的carleson測度與toeplitz運算元的關系。研究了有界對稱域上bergman空間上復合運算元的一個特性。給出了加權復合運算元的有界性及緊性的刻畫。In the last part of this chapter, we will summarize the main results of existence, uniqueness and regularity for solution of such kind of problems. in chapter ii, we consider a class of boundary value problem for second order degenerate elliptic equations on a bounded periodic domain ft, which is homeomorphic to the cylindrical surface
使用橢圓正則化方法分別在每個區域上討論dirichlet問題，即先構造輔助問題，並建立輔助問題的能量不等式，然後由緊性推理方法，利用輔助問題的解的某種收斂性來得到原問題的弱解存在性。One of reasons is that there is no topology on closed sets which guarantees the compactness of the minimising sequences and the lower semiconti - nuity of the sdq - 1
原因之一在於不存在關于閉集的拓撲能夠保證極小化序列的緊性和s _ d ~ （ q - 1 ）的下半連續性。A series of results of relative separation properties and relative compactness are obtained in l - fuzzy topological spaces
本文得到了l - fuzzy拓撲空間中相對分離性與相對緊性的一系列結果，從而豐富了l - fuzzy拓撲學的內容。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。On the other hand, locally finite families introduced by p. alexandroff in 1924 have played a fundamental role in the research of metrization problem and paracompact property. research of space with - locally finite networks betters understanding of metric property ' s essence. hereditarily closure - preserving families introduced by n. lasnev in 1966 ties up locally finite families
Alexandroff引入的局部有限集族（ locallyfinitefamilies ）已在度量化問題及仿緊性的研究中起著不可替代的作用，對于具有局部有限網路空間的探索更加深了人們對度量性的本質了解， 1966年nThe paper [ 4 ] studied the existence of solutions by means of lower and supper solutions and compactness with f non - monotone and without tu, su, which the conditions are waker than the paper [ 5 ]
文[ 4 ]用上下解及緊性條件討論了f不是混合單調型且不含tu ， su時解的存在，其使用條件比文[ 5 ]弱Theconvergence towards the weak solution is proved for one - dimensional space with initial and boundaryconditions by using some subtle techniques such as the estimate of spatial derivative, perturbationtheory and weak compactness
通過使用對空間導數的估計、弱緊性和奇異攝動理論證明了有限元方法的收斂性。The weak compactness of the sets of l1, f, and applications
的子集的弱緊性及其應用The range of m - accretive operator ' noncompact perturbation
增生運算元非緊性擾動的值域The notes of separation properties in fuzzy topological space
拓撲空間的緊性與分離性A note on layer papacompactness of l - fuzzy subsets
子集層仿緊性的注記Strong nearly compactness in lf topological spaces
拓撲空間的強擬緊性The countable compactness in l - fuzzy closure spaces
閉包空間的仿緊性Compact characterizations of composition operators on bergman space
空間上復合運算元的緊性刻劃分享友人