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企业资源扩张的最优决策分析
Analysis of Optimum Decision of the Resource Expand in Enterprises
【摘要】 企业效益是以规模为基础的,但也决非规模与效益成正比。为了获得最优效益,企业要找到最优规模。通过建立企业基本凸二次规划模型,将K-T条件法与制约函数法相结合,构造了拉格朗日函数,找到最优解;在最优解的基础上重建企业资源扩张模型,最后求出企业最优扩张系数,得到获得最大效益的资源配置。
【Abstract】 Enterprise’s benefit is based on scale,but is scale not that proportional to benefit,in order to obtain the optimum benefit,enterprises will find the optimum scale soon.Through setting up basically convex quadratic programming model of enterprise,combine K-T condition with restriction function,structure of Lagrange function,optimum solution is found,rebuild enterprise resource expand models on the base of optimum solution,finally ask out optimum expand coefficient of enterprises,got the resource distribution which obtains the greatest benefit.
【关键词】 凸二次规划;
拉格朗日函数K-T最优条件;
【Key words】 convex quadratic programming Lagrange function K-T optimum condition;
【Key words】 convex quadratic programming Lagrange function K-T optimum condition;
- 【文献出处】 科学技术与工程 ,Science Technology and Engineering , 编辑部邮箱 ,2007年07期
- 【分类号】F270;F224
- 【被引频次】1
- 【下载频次】65