基本解释：包含映射
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Based on the clear set theory,this paper illustrates the incompleteness of the operation of equality and inclusion and join and intersection on fuzzy set and the reasons.以清晰集理论为基础,阐明了模糊集合中的相等、包含、并、交等运算的不完备性(即词不达意)和产生的原因,进而阐明模糊集中的排中律(互补律)不成立,是个错误的结论。
After introduction of analytic function·p in the punctured disk E _0= {z∈C:0<z<1}, the paper makes use of linear operator Dn+p to investigate properties of the new subclass T_(n+p-1)(α) of meromorphic p-valent functions and makes a respective study of inclusion relation and the integral transform property.利用线性算子Dn+p,考察了亚纯p叶函数的新子类Tn+p-1(α)的一些性质,分别研究了其包含关系及类中函数的积分变换性质。
The relations of inclusion are studied between families of Stieltjes integrals and Bloch type space,Besov space,Bergman space on Cn.在Cn中讨论了Cauchy-Stieltjes积分族Jp和Bloch型空间、Besov空间、Bergman空间的包含关系,得到如下结果:(1)当0≤q
<Abstrcat>This paper expatiates on the base concept of COM reusability, and this topic focuses on the COM containment and aggregation technologies of software reusage.阐述了COM可重用机制的基本概念,并着重论述其在软件重用方面的技术:COM包含和聚合。
It is pointed out that the Boltzmann entropy is not an equivalent with Clausius entropy, and the Boltzmann entropy includes the Clausius entropy, the information entropy includes the Boltzmann entropy again.论述了信息熵、玻尔兹曼熵以及克劳修斯熵之间的关系;由不涉及具体系统的方法从玻尔兹曼关系、信息熵推导出了克劳修斯熵的表达式;指出玻尔兹曼熵与克劳修斯熵不是等价关系,而是玻尔兹曼熵包含克劳修斯熵,信息熵又包含玻尔兹曼熵。
