摘要
根据灰色系统理论,建立了动态投入产出问题的灰色最优控制模型.利用灰集合理论,把灰色最优控制问题转化为以隶属度为目标函数的(非灰色的)非线性规划问题,从而可利用非线性规划的方法求解这个灰色最优控制问题.
In this paper we established the greyly optimal control model on dynamic input-output problem by means of greyly system, and changed the greyly optimal control problem into usual (not grayly) nonlinear programming problem whose object function is membership function. Thus using nonlinear programming methods, we can solve the grayly optimal control problem.
出处
《数学的实践与认识》
CSCD
北大核心
2006年第3期15-19,共5页
Mathematics in Practice and Theory
关键词
投入产出
灰色
隶属函数
优化
input-output
grey
membership function
optimization