On inverse limits proposition of normal strong screenable spaces;
正规强可遮空间的逆极限性质
Inverse limits and infinite tychonoff products about collectionwise subnormal spaces;
集体次正规空间的逆极限与无限Tychonoff积
The Properties of the Normal Mapping Cylinder (Ⅱ);
正规映射柱的性质(Ⅱ)
Normality Involes an Exceptional Function;
涉及例外函数的一个正规定则
In this paper we discuss the hyponormality and normality of toeplitz operators on the Bergman space,we conclude if f,g∈H~∞ and T_f(T_g)~*=(T_g)~*T_f,then either f or g must be a constant.
讨论 Bergman 空间上 Toeplitz 算子的正规性及亚正规性问题。
In order to investigate the rationality of a fuzzy choice function,Banerjee proposed some rationality conditions,such as normality,condition A and B and weak fuzzy order.
为研究模糊选择函数的理性化问题,Banerjee提出了四个合理性条件:正规性,条件A,条件B及弱模糊序,讨论了四个条件之间的独立性问题。
Correlations of aqueous solubility of amino acids by a modified regular solution model;
应用改进的正规溶液模型关联氨基酸在水中的溶解度
Further more,we applied regular solution theory to both mixed systems to investigate the in mixed micelle formation, surface tendon reduction efficiency and surface tension reduction effectiveness.
研究了这两个复配体系的表面化学性质,并且将正规溶液理论应用于这两个复配体系中,来研究它们形成胶团能力、降低表面张力效率、降低表面张力能力3种协同效应。
By using the schlgl model in regular solution as prototype system, the influences of the nonideality of externally controlled componenst on the multiple steady states transition have been studied comprehensively.
以正规溶液中的Schl¨ogl模型作为样本系 ,根据分支理论 ,全面研究了外控组分的非理想性对多定态分支的影响 。
This article introduces the connotation and implication of maintaining a proper look-out,puts forward the idiographic methods and measures.
分析了正规了望的内涵,提出了加强正规了望的具体方法及措施,对船舶的安全航行具有一定的指导意义。
This dissertation demonstrates that marine accidents are mainly due to the failure of proceeding at a safe speed and maintaining a proper look-out according to the statistics and analysis of marine traffic accidents.
通过对水上安全事故的统计资料分析,论证了不采用安全航速和未保持正规了望是事故多发的原因。
The normal form of the J_(x~m) f function;
J_(x~m) f类解析函数正规型
The normal form of a kind of analysis function is proved with a simple and elementary method by using the properties of semiquasihomogeneous functions.
运用拟齐次函数的性质,给出了一类解析函数正规型的一个简单的初等的证明方法。
The normal form of a class of special semi-quasi-homogeneous functions is proved by using the properties of the semi-quasi-homogeneous function in the references 1,so that the classification of the semi-quasi-homogeneous functions is further simplified.
利用文献[1]中给出的半拟齐次函数的性质证明了一类特殊半拟齐次函数的正规型,使得半拟齐次函数的分类更加简化。