二类1错误矩阵方程增优置换变换求解及其在城市交通管理中的应用研究  

Research on the Solution of TypeⅡand KindⅠError Matrix Equation of More Optimal Results modeled on Replacement Transformation and its Application in Management of Traffic Jam

作　　者：闵惜琳[1] 郭开仲[1] 黄甲松[1] 

机构地区：[1]广东工业大学管理学院,广东广州510520

出　　处：《数学的实践与认识》2012年第11期99-106,共8页Mathematics in Practice and Theory

基　　金：合生珠江教育发展基金(HSZJ2011058);广东省自然科学基金(S2011040003753)

摘　　要：消错学的错误矩阵可表达错误逻辑里所定义的分解、相似、增加、置换、毁灭、单位变换等转化词,针对其中的置换变换,构建了二类1错误矩阵方程增优置换变换错误矩阵方程,并讨论了该类错误矩阵方程的求解.用交通管理问题对错误矩阵进行了举例,并构建相应的错误矩阵方程,利用上述的求解方法,对二类1方程置换变换进行了求解.Error logic transformation matrix can be used to express decomposed transformation, similarity transformation, increased transformation, replacement transformation, vanishing transformation and unit transformation. This paper constructs type Ⅱ and kind Ⅰ error matrix equation of more optimal results modeled on error logic to replacement transformation. After that this paper discusses the solution of the error matrix equation of this type. Finally, this research gives an example of traffic jam management according to the error matrix discussed above. The example states solution of the replacement transformation by the solution method mentioned above.

关 键 词：消错学 错误逻辑变换 错误矩阵方程 交通拥堵管理 

分 类 号：O241.6[理学—计算数学] U12[理学—数学]