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Methods of Obtaining Z-solutions of a Multi-criterial Problem

机译:获得多准则问题的Z解的方法

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In this paper, considered approaches to obtaining Z-solutions of a multicriterial problem to obtain a sustainable solution it is desirable to have additional a priori information on the degree of preference for a particular goal, which is specified by various fuzzy operators. A set of fuzzy sets corresponding to various properties of the object of investigation, in particular, qualitative (linguistic) and quantitative information about the characteristics of the object is determined. Proposed the Z-numbers approach to the prediction problem as a multicriterial problem, which reduces to some combination of fuzzy selection criteria, and to the study of complex systems as a hierarchical structure, since in order to obtain a scientifically based forecast, it is often necessary to attract information from social and natural sciences, in which the apparatus of fuzzy sets and Z-numbers is also preferable.
机译:在本文中,考虑了获得多准则问题的Z解以获得可持续解决方案的方法,希望具有有关特定目标偏好程度的其他先验信息,该信息由各种模糊算子指定。确定一组与调查对象的各种属性相对应的模糊集,尤其是有关对象特征的定性(语言)和定量信息。提出了将Z数方法作为多准则问题作为预测问题的方法,该方法简化为模糊选择标准的某种组合,并作为层次结构来研究复杂系统,因为为了获得基于科学的预测,通常从社会科学和自然科学中获取信息所必需的,其中模糊集和Z数的设备也是更可取的。

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