With the restriction of water demand and supply, the objective function optimal value was calculated by sequential quadratic programming. 以需水量和可供水量為約束條件，采用序列二次規劃法求解函數最優(yōu)值。
Usually the method transforms the quadratic programming to the linear programming by the fact that any two norms are equivalent in the Euclid space. 許多文章提出用線(xiàn)性規劃代替原有的二次規劃來(lái)對支撐向量機進(jìn)行訓練，通常是利用歐式空間上兩種范數的等價(jià)性將原來(lái)的二次規劃轉化為線(xiàn)性規劃。
