摘要
研究了空间事物特征为确定常量的条件下,论域和量值参数为变量且未知时,错误识别对象状态的转化.研究发现,当对象识别状态的论域和量值都为Ⅱ类时,可以采用错误矩阵一类4集合方程A_s∨X_(qg)■B_g构建二元置换变换错误矩阵集合方程,将错误的对象识别状态转化为应该状态.最后,通过生产决策的实例说明其实际决策应用价值.
This paper discuss the conversion of identification state,in the condition of the S(t),T(t),T(t) is constants,U and L(t) is variable and unknown.The study found that when the domain and value is Ilkinds,can use the first kind of type 4 equation which is As ∨ X(qg) Bg equation in error matrix logic equations,converse the error identification state to the behooved state.At last,give an example of production decision to illustrate the application value.
作者
周小平
ZHOU Xiao-ping(Guangdong Industry Technical College, Dean's Office, Guangzhou 510300, China)
出处
《数学的实践与认识》
北大核心
2017年第5期198-207,共10页
Mathematics in Practice and Theory
基金
2016年省科技发展专项资金(基础与应用基础研究方向)(2016A030310294)
关键词
论域
量值
错误逻辑变量
对象状态
转化
domain
value
error logic
identification state
conversion