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资源分配问题的动态规划解法
本文尝试应用动态规划的表格法,图表法,和动态规划的多目标模糊优选法来求解具有典型特征的资源分配问题。
当指标函数没有明确的解析表达式(例如用数值表给出),或者对变量有整数要求时,用表格法。当给出的问题是一个网络图,或者可以转换成网络图问题时,就可以用图解法来求解。而具有多个量纲不一的定量评价目标,或者既有定量目标,又有定性目标的资源分配问题,就可以针对多目标规划指标间的不可公度性,统一建立n 种分配方案关于定量指标和定性指标的相对优属度矩阵,并引用向量和矩阵统一给出多目标,多阶段动态规划问题的分析式,应用动态规划的多目标模糊优选法建立模型进行求解。

This text trial applies the form method of the dynamic state programming, the chart method, and dynamic state programming of many optimization method with misty target to solve the resources of have the typical model characteristic allotment problem.
When the index sign function have no explicit resolution expression type( for example use the number form to), or use the form method towards change the quantity contain the integral request,.When is a network diagram for the problem of, or can convert the network diagram problem, can use to illustrate the method to solve.But have a quantity fixed amount that key link is different evaluation target, or current and metered target, and then have the resources of settle sex target allotment problem, can aim at many target programming the index sign can't Mr. degree, unify to build up n's grow to assign the concerning metered index sign of project and settle sex index sign of opposite and excellent belong to one degree matrix, and quote from the vector and matrixes to unify many to target, have another the analytical type that the stage dynamic state programs the problem, apply the dynamic state many targets misty optimization method of the programming establishment the model carries on solve