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On general standard grey number representation and operations for multi-type uncertain data

机译:多类型不确定数据的通用标准灰度表示与运算

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Most systems in the real life are complex systems. In the study of complex systems, we tend to get highly uncertain information due to the dynamic and complexity of the cases and our knowledge limitations. Moreover, complex systems are compounded of many parts, and the methods of data collection and storage vary considerably. Hence, the data processed by complex systems are associated with multi-type uncertainty, such as randomness, fuzziness and greyness. To solve the problems of limitations in the conventional representation and operations of uncertain data, this paper proposes a new type of method to represent and operate multi-type uncertain data. Firstly, we fully analyze the features of probability numbers, fuzzy numbers, interval valued fuzzy numbers and grey numbers, and study their relation and commonness so as to propose the concept and representation methods of generalized standard grey numbers. Then, we continue to discuss issues such as the basic operations of generalized standard grey numbers, as well as norm models and value comparison, to suggest a new solution to the representation and operations of uncertain data in complex systems.
机译:现实生活中的大多数系统都是复杂的系统。在复杂系统的研究中,由于案例的动态性和复杂性以及我们的知识局限性,我们倾向于获得高度不确定的信息。此外,复杂的系统由许多部分组成,数据收集和存储的方法差异很大。因此,复杂系统处理的数据与多种类型的不确定性相关,例如随机性,模糊性和灰度。为了解决不确定性数据常规表示和运算的局限性问题,提出了一种新的表示和操作多种类型不确定性数据的方法。首先,我们充分地分析了概率数,模糊数,区间值模糊数和灰度数的特征,研究了它们之间的联系和共性,提出了广义标准灰度数的概念和表示方法。然后,我们继续讨论诸如广义标准灰度数的基本运算,范数模型和值比较之类的问题,从而为复杂系统中不确定数据的表示和运算提出一种新的解决方案。

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