模糊传递性是模糊序关系的核心，也是模糊等价关系，模糊相似关系等概念的基础。
The fuzzy transitivity is the core of fuzzy ordering relation, and the basis of fuzzy equal relation.
该研究对模糊关系的传递性进行了全面的讨论，从而对系统的了解传递性之间的联系具有重要意义。
The research is of important significance for the deep insight into relationships between the transitivity-related properties.
在模糊偏好关系的基础上建立选择函数，其困难在于难以确定模糊偏好关系的传递性。
A choice function is made on the basis of fuzzy relations of preference. It is difficult to get transitivity properties of fuzzy preferences.
建立了服装舒适性的模糊评价数学模型，得到了模糊关系矩阵，并采用传递闭包法计算出相似矩阵。
Set up the mathematical model of clothing comfortability in fuzzy evaluation, and then get the fuzzy relationship matrix.
本文定义了模糊关系的自反闭包、对称闭包概念，同时给出了模糊关系的自反闭包、对称闭包的运算方法及性质。打破了在原有的模糊关系只有传递闭包的局面。
This paper gives a new concept of reflexive closure of fuzzy relation and symmetric closure of fuzzy relation, and also gives operation method and properties about it.
本文定义了模糊关系的自反闭包、对称闭包概念，同时给出了模糊关系的自反闭包、对称闭包的运算方法及性质。打破了在原有的模糊关系只有传递闭包的局面。
This paper gives a new concept of reflexive closure of fuzzy relation and symmetric closure of fuzzy relation, and also gives operation method and properties about it.
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