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1)  transtive V-Quantale
可传V-Quantale
1.
In this paper,the concepts of a transtive V-Quantale and an implicative V-Quantale are introduced,some properties of the two classes of V-Quantales are studied,based on which,the sufficient and necessary conditions for a V-Quantale to be a transtive V-Quantale and an implicative V-Quantale are given.
引入了可传V-Quantale和蕴含V-Quantale的概念,并研究了可传V-Quantale和蕴含V-Quantale的性质;在此基础上,给出了一个V-Quantale是可传V-Quantale和蕴含V-Quantale的充要条件。
2)  implicative V-Quantale
蕴含V-Quantale
1.
In this paper,the concepts of a transtive V-Quantale and an implicative V-Quantale are introduced,some properties of the two classes of V-Quantales are studied,based on which,the sufficient and necessary conditions for a V-Quantale to be a transtive V-Quantale and an implicative V-Quantale are given.
引入了可传V-Quantale和蕴含V-Quantale的概念,并研究了可传V-Quantale和蕴含V-Quantale的性质;在此基础上,给出了一个V-Quantale是可传V-Quantale和蕴含V-Quantale的充要条件。
3)  vibration vibration energy transfer
V-V传能
4)  subquantale
子Quantale
1.
Meanwhile,we studied some properties of subquantales,which are were up by the right stable elements,and gave the characterization of the quantic conuclei of right stable quantales.
作为S-素元的推广,本文引入了右稳定元概念,并证明了在一定条件下,S右稳定元是S-素元;在研究右稳定元构成的子Quantale性质的同时,对右稳定的子Quantale作了精确刻画。
2.
In quantale theory, the subquantale is an important structure of quantale, understanding subquantales is helpful for deeply learning interior structures of quantale.
在Quantale理论中,子Quantale是Quantale的一个重要结构,对子Quantale的研究将有助于进一步了解Quantale的内部结构。
3.
Under the condition of the idempotence,the relation between algebraic Quantale and spatial Quantale is studied,and a sufficient condition for a Quantale and subquantale to be spatial is given.
研究了Quantale在幂等条件下,代数Quantale与空间式Quantale的关系,得到了Quantale及其子Quantale是空间式的充分条件,并且给出了幂等Quantale的子Quantale具体事例。
5)  Co-quantale
余Quantale
1.
Co-quantale and Its Properties;
余Quantale及其性质
6)  Quantic Quotient
Quantale商
1.
Simple Quantale and Its Quantic Quotient;
单纯Quantale及其Quantale商
补充资料:可传
1.可以传后;可以传授。 2.可以流传。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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