线性规划配方选优无解的处理方法

When There is no Solution in Fomula Optimization an Approach or Making Multiobjective Management With the Linear Program Can be Used.

在动物饲料配方优化过程中，由于各种边界条件的约束，人们常常难以求得其可行解，为此，文中提出一种将约束条件转化为新“目标”的处理方法，采用多目标规划的思想处理配方优化计算无可行解的单目标线性规划。

In the proecss of formula optimization of animal feed, it is difficult to find out the efficient solution because of tile restraint of sonic kinds of boundary conditions In this thesis , the author provides a new al)proacll which turns the restraining conditions into a new goal programming I E to to solve the nonsolution for the calculation of formula optimization in linear progrm by using multiobjective programming. In This way tile betTer effect has been seen.