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Method, Model and Application for the Conversion from Vague Sets to Fuzzy Sets

机译:Vague集到Fuzzy集的转换方法,模型及应用

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Both Vague sets theory and Fuzzy sets theory were often used to handle fuzzy information. The two theories had their own merits and demerits. Using fuzzy sets theory, the nonlinear mapping relationship of the fuzzy system could be depicted much better by changing (except α=1 and p=1, which become linear model)α(optimization criterion parameter) and p (distance parameter), although only two kinds of information, including support grade and opposition grade of an object could be expressed by the membership function Using Vague sets theory, three kinds of information, which include support grade, opposition grade and hesitate grade¿neither support nor oppose¿of an object could be expressed by using the membership function, but most of the similarity measure models between Vague sets were linear, so some disadvantages exist in them. In this paper, the Vague-Fuzzy sets theory was founded, this method could enhance the capacity of treating fuzzy information by combining the bigger capacity of Vague sets to express the uncertainty with the better ability of Fuzzy sets to depict the characteristics of nonlinear mapping relationship. The method was as follows: firstly, on the basis of studying the method of assessing the vague values of the index, the method and model of conversing Vague sets into Fuzzy sets were established, and the fuzzy pattern recognition model was established with multiplaye; then, taking the approximate translating result computed by the conversion model as the input of the fuzzy pattern recognition model, the multi-evaluation modelwas founded; finally, taking the city classification of Jinan as an example, the results of case studies of the model established show that the method is scientific and practical.
机译:Vague集理论和Fuzzy集理论都经常用于处理模糊信息。两种理论各有优缺点。使用模糊集理论,通过更改(除了α= 1和p = 1,它们成为线性模型)α(优化标准参数)和p(距离参数),可以通过更好地描述模糊系统的非线性映射关系。隶属函数可以用对象函数表达两种信息,包括支持度和对立度。使用Vague集理论,可以得到三种信息,包括支持度,对立度和犹豫度,既不支持也不反对对象可以使用隶属度函数表示,但是Vague集之间的大多数相似性度量模型都是线性的,因此它们中存在一些缺点。本文建立了Vague-Fuzzy集理论,通过结合较大的Vague集表达不确定性的能力和较好的Fuzzy集描述非线性映射关系的特征的能力,可以提高模糊信息处理的能力。 。方法是:首先,在研究评价指标的模糊值的方法的基础上,建立了将Vague集转化为模糊集的方法和模型,并建立了多重播放的模糊模式识别模型。然后,将转换模型计算得到的近似翻译结果作为模糊模式识别模型的输入,建立了多元评估模型。最后,以济南市城市分类为例,建立的模型实例研究结果表明该方法是科学实用的。

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