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Algorithm rules and sorting method of interval grey numbers based on different “kernel” and the degree of greyness of grey numbers

机译:基于不同“内核”的区间灰度数的算法规则与排序方法和灰度数的灰度度

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The interval grey numbers are the basic units of the grey system theory, however, the imperfect algorithm of interval grey numbers seriously restricts the development of the grey system theory. In this paper, the definitions of “kernels” based on the lower measure, the upper measure or the moderate measure are given according to the properties of the interval grey number problems. By means of the measurement error, the appropriate absolute degree of greyness and the relative degree of greyness are defined and different simplified forms of the interval grey numbers are put forward. On this basis, the interval grey number algorithm is established. A new sorting method of the interval grey numbers is proposed according to the “kernel” based on the different measures.
机译:间隔灰度号是灰色系统理论的基本单位,然而,间隔灰度号的不完美算法严重限制了灰色系统理论的发展。在本文中,根据间隔灰度问题的特性给出了基于较低措施,上测量或中等度量的“核”的定义。通过测量误差,定义了适当的绝对度和灰度的相对程度,并提出了不同的间隔灰度形式。在此基础上,建立了间隔灰度号算法。根据基于不同措施的“内核”提出了一种新的排序方法。

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