织物透湿机理的研究

本文着重研究织物透湿的四种途径,即织物中纱线与纱线的空隙、纤维本身、纱线中纤维与纤维之间的空隙以及由织物表面曲屈波所引起的自由空隙对织物湿传递的影响.对纯棉织物的透湿阻抗理论计算的结果用实验加以对比,它们之间有良好的一致性.     

Uniform (Lp, Lq) boundedness of multilinear oscillatory

A class of multilinear oscillatory singular integrals with smooth phases is studied. And their uniform boundedness on Lebesgue space is proved.     

度量空间中自映射的公共不动点

给出了紧度量空间中连续自映射的公共不动点定理．改进了［2］、［3］和［4］的结果．     

偶偶核166Hf高自旋态的微观描述

从壳模型组态及核子－核子有效相互作用出发，用一种在截断的态空间中研究偶偶核高自旋态的理论方案，以偶偶核＾１６６Ｈｆ为对象作了计算和讨论。结果表明，该理论方案很好地描述了稀土区偶偶核高自旋态的性质。     

The Researches on Path Independence Problem

1.INTroDUCTIONInArrow'sGeneralPOssibilityTheorem,Arrowproposedtheconsistencyorrationalityconditionswhicllhadnotpreviouslyappearedinthesocialchoiceliteratureti].Butthiscausedagreatdealofcritics.Inanswertothesecritics,Arrowgaveajustificationforimposinghisconsistencyorrationalitycollditionsandarguedthattherationalityconditionswerenecessaryinorderforsocialchoicetobeindependentofthepathofchoice[1,21.Hedidnotexplainwhatistheindependenceofpathofchoiceandhowtogiveitsmathematicaldefinition.Perha…     

Minimal symmetric submani folds in compact Riemannian symmetric spaces

A necessary and sufficient condition for a symmetric submanifold to be minimal in its ambient compact Riemannian symmetric space is given. By this condition a complete classification of nonminimal symmetric submanifolds in compact symmetric spaces is obtained.     

On Wick product of generalized operators

Fundamental properties of Wick product of generalized operators are investigated. The annihilation and creation algebras are characterized from various points of view. Wick ordering widely used in quantum physics is interpreted as the Wick product of generalized operators.     

局部紧Abel群情况下的算子调和分析——F.Riesz和M.Riesz定理

设G是局部紧Abel群,B是G上的无Order弃次Banach代数,(?)_B~1为B上的右平移可积算子全体。在某些条件下,(1)在(?)中关于算子的F.Riesz和M.Riesz第一定理成立。(2)在(?)中解析算子的F.Riesz和M.Riesz第二定理成立。     

最小范数控制

文中利用线性赋范空间中的对偶定理求解有限维与无限维线性系统 L_p(1相似文献   

皮亚杰儿童空间概念发展的拓扑首位论点述评

皮亚杰通过研究儿童的拓扑空间、射影空间和欧氏空间概念,提出了儿童空间概念发展的拓扑首位论点.心理学家对皮亚杰的研究工作进行了一系列的验证研究,对皮亚杰的研究进行了修正和扩展,从发生认识论的观点及知识是逐步建构起来的2个方面对拓扑首位论点进行了评述.