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fuzzy preference中文什么意思

发音:   用"fuzzy preference"造句
  • 模糊偏好
  • ambiguous preference fuzzy preference:    模糊偏好
  • by preference:    首先, 最好
  • in preference to:    优先于..; 质疑
  • preference:    n. 1.优先选择;偏爱。 2.优先选择物,偏爱物。 3.【法律】优先权;特惠〔特指关税〕;(债权人)受优先偿还的权利;选择机会。 4.一种牌戏。 This is my preference. 我喜欢这个。 by [for] preference 喜欢,选择。 have a preference for [to] 喜欢…,认为…更好。 in preference to ... 比…先,比起…来宁愿。 preference of sth. to [over] another 宁要某物而不要另一物。
  • preference for:    偏爱……
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例句与用法

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  1. information aggregation based on fuzzy preference relations
    模糊性偏序关系上的信息融合
  2. at the moment, how to define some particular preference structures reasonably is unresolved . the key problem is how to choose the transitivity properties . the research can serve as a guidance to define fuzzy preference structures
    此外,如何合理地定义各种模糊偏好结构目前还是一个悬而未决的问题,其中许多偏好结构的定义将不可避免的涉及如何选择传递性性质问题。
  3. 3 . under the fuzzy preference, study on the aggregation of individual preference, and prove that even when the individual preferences are exact and the social preference is fuzzy, the different definitions we choose and the different results of social choice we can get
    对模糊偏好的集结进行的研究,并证明了就是在极强的条件下,即允许个人偏好是非模糊的,而社会偏好是模糊的,随相关定义的选取不同,社会选择的结果也不同。
  4. thirdly, based on our definition of fuzzy preference structure without incomparability, we find out relationships between transitivity properties of large preference relation and strict preference and indifference relation with ^-transformation of lukasiewicz t-norm . for example, we point out that the w-transitivity of large preference relation can derive the same transitivity of strict preference and indifference relation
    在作者所给出的模糊偏好结构定义的基础上,在无不可比关系的条件下以及lukasiewicz,模的尹变换叽的意义下,讨论了大偏好、严格偏好及无区别关系之间的传递性性质的联系,例如我们指出了大偏好关系的叽传递性可导出严格偏好以及无区别关系的叽传递性等。
  5. fuzzy relation theory is one of the most important branches of fuzzy mathematics and is extensively used in many fields especially in the area of decision-making . for example, fuzzy clustering analysis, choice problem under fuzzy preferences, ordering of fuzzy quantities and fuzzy preference structures are all based on fuzzy relations
    模糊关系是模糊理论最重要的内容之一,其应用十分广泛;尤其是在模糊决策的许多领域中,如模糊聚类分析、模糊选择、模糊量排序、模糊偏好结构等,其研究都是建立在模糊关系基础之上的。

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