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1)  approaching degree principle
贴近度原则
1.
Aiming at the unreasonablity about the MAXIMUM principle of the appraisal for dangerous buildings under some conditions,the author put forward a method utilizing approaching degree principle to assess the grades of buildings,improving the deviation of the MAXIMUM method on certain degree,making appraisal to the current buildings more accurate and more reasonable.
简要介绍了现行《危险房屋鉴定标准》的鉴定方法,针对确定房屋等级的最大值原则在某些情况下不太合理的问题,提出利用贴近度原则来确定房屋综合评定等级的方法,在一定程度上改善了最大值原则方法的偏差,使对既有建筑的等级评定更为准确合理。
2)  "three close to" principle
"三贴近"原则
1.
As being the throats of the party, government and mass, the broadcast TV medium should actually erect the rationality of people foremost in the course of its propaganda, carry out well "three close to" principle, constantly creat fine circumstance of consensus for building socialism and harmonious society.
广播电视媒体作为党、政府和人民群众的喉舌,在其宣传过程中应切实树立起以人为本的理念,贯彻落实好“三贴近”原则,不断为构建社会主义和谐社会创造良好的舆论环境。
3)  three principles of adherence
三贴近原则
4)  Closeness [英]['kləusnis]  [美]['klosnɪs]
贴近度
5)  Approach degree
贴近度
1.
Fuzzy approach degree-based research on occurrence of karstic collapse
基于模糊贴近度的岩溶塌陷易发性研究
2.
Based on the conceptions of approach degree and weight distance, an improved model is developed for assessing the atmospheric environment quality in Urumqi, Xinjiang, in this paper.
运用模糊集理论中的贴近度和权距离概念建立了一种改进的大气环境质量评价模型 ,并应用该模型对乌鲁木齐大气环境质量进行了评价 ,结论与事实相符
3.
In this paper, the distribution type can be judged conveniently from a group of test data with approach degree theory in Fuzzy mathematics.
本文利用模糊数学中的贴近度原理,根据一组观测数据,方便地判断出其分布类型。
6)  closeness degree
贴近度
1.
Synthetical condition assessment of long span suspension bridge based on closeness degree and FAHP;
基于贴近度与模糊层次分析的大跨悬索桥综合状态评估(英文)
2.
Conceptual design of relays based on the theory of fuzzy closeness degree;
基于模糊贴近度的继电器产品概念设计新方法
3.
And,the concept of closeness degree of fuzzy mathematics was used to compute the distance between the life cycle cost/effectiveness and the ideal point/negative ideal point.
选择优化理论中的理想点法对鱼雷武器系统的寿命周期费用与效能作评估,同时对于寿命周期费用和效能这2个模糊数,采用模糊数学中贴近度的概念来估算不同方案的费用和效能与模糊的理想点和负理想点之间的距离。
补充资料:贴近度
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性质:用来度量两模糊集近似程度的一个量度。若A和B是论域X上的两个模糊子集,则它们的贴近度为,式中和分别为模糊集A与B的内积和外积。

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