群的性質 的英文怎麼說
中文拼音 [qúndexìngzhí]
群的性質
英文
properties of groups-
Application of renormalization group theory to critical behavior of water
應用重整化群理論計算超臨界水的性質The quality of groups with two irreducible character degrees
具有兩個不可約特徵標級數的群的性質The property of solution for a physiologically structured population dynamic model
種群生理結構模型解的性質According to the united nations convention on the law of the sea, the article follows expounding the legal position of internal waters, the territorial sea, the adjacent zone, the exclusive economic zone, international straits, archipelagic waters and the high seas, and analyzing the rights and obligations of coastal countries in above areas and the criminal jurisdiction and civil jurisdiction of the coastal country and the flag state. then, the article clears up the rights of shipping of vessels in different areas, which is the main point of the paper. circling this main point, the article further makes some advice to better our regulations on the law of the sea
因此,本文從船舶的定義及船舶航行權的性質和意義入手,以《聯合國海洋法公約》為依據,闡述了公約所劃定的內水、領海、毗連區、專屬經濟區、國際海峽、群島水域及公海的法律地位、分析沿海國在這些海域中的權利和義務,以及沿海國與船旗國對船舶的刑事、民事管轄權,進而明確了船舶在不同海域的航行權,並圍繞這一中心問題,提出了完善我國海洋法律制度的相關建議。Tagatose, a natural low - calorie bulk sweetener, has many physiological functions including anti - hyperglycemia, pre - biotic effects and non - cariogenicity. the characteristics of tagatose, its physiological functions, manufacture methods and its application were detailed
摘要塔格糖是一種天然的低能量填充型甜味劑,並具有抑制高血糖、改善腸道菌群和不致齲齒等多種生理功效。文中從介紹塔格糖的性質、生理功能入手,詳細論述了它的生產方法及在食品中的應用情況。So must use information theory method depict and abundant the genetic diversity index system. in addition to, the introduce of molecule biology technology and the research of nucleotide sequence evolutive give a new method for population genetic, so must do deeply research about the analysis method of dna sequence data = the research main about the follows : there are three parts about the information model of population genetic : one about the shannon information entropy property of equilibrium population and the entropy change in the process of establish equilibrium ; another research is about the diversity measure - ment of genetic variation ; lastly, research the shannon information measurement about the disequilibrium gene variation. the result is : 1 to a definite gene distribution, the genotype entropy reach the maximum at the equilibrium population, the process of population from disequilibrium to equilibrium, the entropy get large and large
此外,分子生物技術的介入及核苷酸序列進化的研究都為群體遺傳學的深入研究提供了新的途徑,但關于dna序列數據的分析方法需要作進一步的研究。本研究主要體現在以下幾個方面: (一)關于群體遺傳學的信息論模型研究,主要分為三部分內容:一是群體平衡的shannon信息熵的性質和群體平衡建立的熵變性質;二是群體遺傳多樣性測度的研究;三是非平衡群體的基因變異測量shannon信息量的方法研究。得到了如下結論: 1 、平衡群體的shannon信息熵最大,群體平衡的過程是熵的增大過程。Characterization of finite cyclic group and research in the properties of cyclic subgroup
有限循環群的刻劃以及子群的性質研究This paper introduces the entropy of the genepool and the genetype of a pair alleles population in inbreeding, and demonstrates the character of genetype entropy, the character of inter - zygote ' s inter - entropy, and the relation between the latter and coefficient of inbreeding in the generation change
摘要研究了在近親繁殖下一對等位基因群體的基因庫信息熵和基因型信息熵,並討論了在世代交替中基因型信息熵的性質、配子間的互信息性質及其與近交系數的關系,並定義了配子間的近交關聯信息系數。By using the properties of - hypercenter and - homogeneous, some sufficient and necessary conditions for a finite group to be - nilpotent are obtained. and some well - known theorems are generalized
摘要利用-超中心和-齊次性的性質,對-冪零群作了較詳盡的研究,得到了有限群為-冪零群的幾個充要條件,推廣了一些著名的定理。As the applications of mixed monotone operators theory, some classes of equations are considered. some initial value problems and boundary value problems for mixed monotone nonlinear impulsive integro - differential equations and nonlinear elliptic equations are discussed. some known results are generalized under weak conditions. and initial value problems and periodic boundary value problems for mixed monotone nonlinear impulsive evolution equations are discussed by mixed monotone operators theory with considering the main properties of operator semigroup. the sufficient and necessary conditions for existence and uniqueness of their solution and coupled solution are obtained
作為混合單調運算元理論的應用,本章討論了非線性混合單調脈沖積微分方程和混合單調非線性橢圓方程方面的一些問題,不同程度地削弱了原有的條件,推廣了已知的結果;還利用錐理論並結合運算元半群的性質及其主要特徵討論了非線性脈沖發展方程初值問題、周期邊值問題,給出了混合單調非線性脈沖發展方程的耦合周期解以及存在唯一解的充要條件。The paper will utilize the properties and the latest work for hypercyclic operators and semigroups, and particularly for the theory of nonwandering operators, hypercyclic semigroups, and chaoticand semigroups. combining their definitions, we will form their connections
本文利用超循環運算元和半群的性質和最新的研究進展,著眼于非游蕩運算元理論與超循環運算元(及半群) 、混沌運算元(及半群)或者更一般的半群,結合各自定義建立之間聯系。The concept of the finite solvable groups is extended to that of the - quasi - solvable groups, whose series properties are proved
摘要把有限可解群的概念推廣為有限-擬可解群,證明了這類群的性質。In the paper [ 5 ], the concept of fuzzy power group was raised and in paper [ 8 ] [ 9 ] the structure and homomorphism of fuzzy power group was considered
文提出fuzzy冪群的概念討論了fuzzy冪群的結構及其同態問題。文分別討論了fuzzy冪群的性質,結構及分類。The property of rough quotient semigroup
粗糙商半群的性質2, in particular, it gives some necessary and sufficient conditions which show when a finite group
2的有限群的性質,特別地,給出了有限群It is well known that the relationship between the properties of g and the structure of g has been studied extensively
眾所周知,有限群子群的性質與群g的結構之間的關系已經被廣泛研究。Let g be a group, h a subgroup of g, if h = < gn | g g > for a non - negative integer n, then we call h a power subgroups of g and denote h by gn
在群的理論研究中,通過對群的冪子群的研究,來探討群的性質是群論研究中的一條很重要的途徑。And h k is contained in hg, where hg, is the maximal normal subgroup of g and used c - normality of maximal subgroups to determine the structures of some finite groups
) h ~ x是包含在h中的g的最大正規子群。並利用極大子群的c -正規性確定了一些有限群的性質和結構。Combination and separation of semigroups is one of the important fields in the research about semigroups, through which more properties of semigroups can be revealed
半群的合成與分解是研究半群的一個很重要的方面,通過這方面的研究可以更多的了解半群的性質。In this paper, we mainly discuss positive operators and some relevant problems. on the one hand, we investigate c0 semigroups on banach lattice, and obtain some properties of local spectral radius, the solution of operator equation, the decomposition of lattice space and the generators of semigroup and dual semigroup
本文主要從兩個方面討論正運算元理論中的幾個問題,一方面對banach格上c _ 0 -半群的性質進行了深入研究,利用半群的局部譜半徑,得到了正運算元方程有正解的條件。分享友人