And then, an evaluation model of grey number based on TWW function is established.
在此基础上建立了完整的基于三角白化权函数的灰数评价模型。
Based on the kenning degree of whiting value of grey number, this paper gives a kind of order relations of interval grey number.
在灰数白化值确认度意义下，本文给出区间灰数的一种序关系。
This paper extends interval grey number, gives the definition of complex interval grey number, and discusses its operation and characteristics.
本文将区间灰数进行了推广，给出了复区间灰数的定义，并讨论了它的运算及其性质。
The concepts of the hyper real set, universal grey set and universal grey number as derived from the connotation of grey information are proposed.
本文从灰色信息的内涵出发，给出了泛灰集与泛灰数概念。
Some definitions of four fundamental operations of grey number and grey function are given in this paper, also we have given the whiting method of grey function.
本文在泛灰函数的极限概念基础上，进一步讨论了泛灰函数极限的运算及运算性质，为讨论泛灰函数的连续性以及泛灰函数的导数奠定了基础。
The grey grade is the measurement of the grey level of grey number containing incomplete and uncertain information.
灰数是信息不完全、不确定的数，灰度是灰数灰程度的测度。
Earthquake phemomen as grey system is treated in which information is known partly and unknown partly. Actually, the index of seismic risk prior to strong earthquake is a grey number.
将地震现象视为一内部信息部分已知、部分未知的灰色系统，表征强震发生前地震危险性的指标值实际上是灰数。
Earthquake phemomen as grey system is treated in which information is known partly and unknown partly. Actually, the index of seismic risk prior to strong earthquake is a grey number.
将地震现象视为一内部信息部分已知、部分未知的灰色系统，表征强震发生前地震危险性的指标值实际上是灰数。
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