【摘要】 采用泰勒（Ｔａｙｌｏｒ） 公式将原数学规划问题中的目标函数归并成对数形式下的二次函数，并采用丢芬（Ｄｕｆｆｉｎ） 公式将原数学规划问题中的约束函数归并成单项式，再取对数，使其转化成线性函数，形成二次规划问题．然后用广义乘子法来求解二次规划问题．最后用一实例对该方法进行验证．更多还原

【Abstract】 Original mathematical programming is approximated with quadratic programming which is solved by generalized multiplier method. The following approximating approaches are utilized: 1.Talor formula is used to condense the object function into a second order function in logarithmic form. 2.Duffin approximation is applied to condense constraints. At last, a example is testified and shows that this method is simple, feasible and efficient.更多还原