线性规划在企业价值最大化决策中的应用

Application of Linear Programming in Making a Strategic Decision for Achieving Maximum Value of Enterprise

就企业利润最大和成本最小问题 ,采用线性规划单纯形法及单纯形表的格式 ,运用矩阵代数原理 ,按照相应的数学程序进行相关的逻辑运算 ,建立实现目标利润最大化和目标成本最小化的数学模型 ,并通过实例论证 ,以定量的方法寻找最大目标利润和最小目标成本 ,以期实现企业价值最大化 ,从而促进国家和企业的可持续发展 。

This thesis deals mainly with the problem of maximum profits and minimum cost by applying the form of linear programming of simplex table method and simplex table method,using algebra principle,and conducting logical operation according to relevant mathematical procedure.It also tries to set up a mathematical mode of achieving final maximum profits and minimum costs.Through demonstration of living examples,it aims to find maximum profits and minimum coss by quantitative method,so as to accomplish maximum value.This can promote lasting development of the enterprises of the country,thus maximally accomplishing ecological and economic results.