有关性
- 与 有关性 相关的网络例句 [注:此内容来源于网络,仅供参考]
-
Convergence and divergence of infinite series depend upon this concept.
无穷级数的收敛性与发散性与此概念有关。
-
Objective To evaluate the therapeutic methods of recurrent herpes simplex keratitis.
目的 探讨复发性单纯疱疹性角膜炎的有关治疗方法。
-
Pruritus associated with severe renal failure (so-called uremic pruritus) is generalized and often associated with the appearance of hyperkeratotic prurigo nodulelike lesions (Kyrle's disease or the perforating disorder of renal failure or dialysis).
重症肾衰相关性瘙痒常为全身性,与角化过度性结节性痒疹损害( Kyrle 病或肾衰和透析的穿刺)有关。
-
The results presented could be regarded as the development of the previ-ous research on fuzzy matrix.And the convergence problem is basically resolvedfor lattice matrix applying to the fields of nerve network.
本文建立的有关结果可以视为对以往关于模糊矩阵幂序列的收敛性的研究成果的发展,为格矩阵应用于神经网络等领域解决了收敛性问题。
-
Cholesterol gallstones formed in C57L mice and fatty livers developed in AKR mice. Conclusions Biliary cholesterol hypersecretion is the key pathophysiological defect of gallstone formation, lith genes have effects on biliary cholesterol hypersecretion and susceptibility to cholesterol gallstone formation in C57L mice. Lithogenic bile is formed at the canalicular membrane and precedes the development of cholesterol gallstones. It is most likely that cholesterol and bile acid hyposecretion make the AKR strain susceptible to the development of fatty livers and resistant to gallstone formation.
结论胆道胆固醇的高分泌是胆囊胆固醇结石形成的主要病理生理基础,结石基因决定了C57L鼠肝内胆汁中胆固醇的高分泌和胆囊胆固醇结石的易患性,成石胆汁形成在肝内胆管,先于胆囊结石的形成;肝内胆汁中胆固醇和胆酸的低分泌可能与AKR鼠脂肪肝的发生和胆囊结石的免患性有关。
-
In this paper, a varieties of concepts of compactness of sets and sunsets are introduced in a complex locally convex space, which are respectively the generalizations of the known sunsets and convex sets. By establishing the relationship between restricted p-centers of a set in a complex locally convex space and restricted Chebyshev centers of the corresponding set in the quotient space with respect to ker, characterizations and uniqueness of restricted p-centers of sets in a complex locally convex space are obtained. These results are better than any other known ones when we restrict them in real normed linear spaces and real locally convex space.
本文首先在复局部凸空间中引入了几种紧性及几种太阳集的概念,它们分别是已有紧性和凸集概念的推广;然后通过建立局部凸空间中集的限制p-中心和关于ker的商空间中对应集的限制Chebyshev中心的关系,来研究局部凸空间中集的限制p-中心问题,本文即使是在实赋范空间和在实局部凸空间中所得的结果都分别是有关已知结果的深化和推广。
-
The general two years ago has a report to say, partial adolescent user is on MySpace by sexual malfeasant coax, subsequently MySpace entrusts individual setting to investigated company Sentinel Safe to found to concern the database of circumstance of malfeasant of sex of completely beautiful churchyard.
两年前普有报道称,部分青少年用户在MySpace上被性犯罪者诱骗,随后MySpace委托个人背景调查公司Sentinel Safe创建了一个有关全美境内性犯罪者情况的数据库。
-
In light of the convergence theorem obtained in Chapter 2, a result on topology preservation of 2-dimensional SOM algorithm with continuous inputs is given. In Chapter 4, an equivalence relation on n dimensional Euclidean space, called equi-action relation, is introduced and a number of properties on this relation are studied.
指出了已有的有关SOM算法拓扑保序定义的缺陷,并在此基础上,给出了一个具有连续输入的二维SOM算法的拓扑保序新定义;利用第二章中的收敛性定理,我们进而获得了一个具有连续输入的二维SOM算法的拓扑保序性定理。
-
As for the writing of India, there exit some complicated and intricate historical relations between colonial literature and post-colonial literature , which is related to the Orientalist attitude of British writers and Indian-British writers.
殖民文学与后殖民文学在书写东方印度主题方面,存在一些复杂微妙的历史联系,存在着历时性和共时性的"东方"话语,这与一些英国作家和印裔英国作家的东方主义心态有关。
-
Deletion mutations of parkin gene at exons 4,6,7 and 10 were not found in all of normal controls.
我国有关该基因的研究主要集中在早发性PD,而对家族性PD的研究较少。
- 推荐网络例句
-
With Death guitarist Schuldiner adopting vocal duties, the band made a major impact on the scene.
随着死亡的吉他手Schuldiner接受主唱的职务,乐队在现实中树立了重要的影响。
-
But he could still end up breakfasting on Swiss-government issue muesli because all six are accused of nicking around 45 million pounds they should have paid to FIFA.
不过他最后仍有可能沦为瑞士政府&议事餐桌&上的一道早餐,因为这所有六个人都被指控把本应支付给国际足联的大约4500万英镑骗了个精光。
-
Closes the eye, the deep breathing, all no longer are the dreams as if......
关闭眼睛,深呼吸,一切不再是梦想,犹如。。。。。。