In this paper, the Active Set cutting plane method for integer programming is derived from Active Set method of linear programming.
探讨了用线性规划的有效集法求解整数规划问题，称之为有效集割平面法。
Moreover, a cutting plane method of interactive linear multiple object decision which is more practical for decision process is used to solve the model.
利用更接近于实际决策过程的交互式线性多目标决策的割平面法对模型求解，给出了计算实例与分析。
The heuristic implicit enumeration presented in this thesis can effectively solve this kind of problems. It is different from other algorithms, such as simplex, cutting plane method, etc.
与其它算法（例单纯形法、割平面法）不同，本文提出的启发式隐枚举算法能很好的解决此类问题。
When the integral program problem is multi dimensional, branch boundary method and cutting plane approach are applicable for solving the problem.
整数规划问题为多维时，理论上可以用分枝定界方法与割平面方法求解。
By steepest descent rule, a new method of selecting cutting plane equation has been given.
用最速下降规则，给出了选择割平面的一个新方法。
It introduces the programming method to cutting Revolving piston of equal distance plane on numerical control linear cutting machine by 3b format.
介绍了用3B格式在数控线切割机床上加工等距型面旋转活塞的编程方法。
For NC machining of plane section method, the machining path of tool cutting plane and implicit surface can be found, and the curve of the tool path is drawn by the positive-negative method.
把隐函数的优势应用到数控加工编程中，即对于截面法的数控加工，求出刀具切削平面与隐函数曲面的加工轨迹，再用正负法绘制刀具轨迹曲线。
The paper proposes a new method for calculating shear plane area based upon a new oblique cutting model with double edge.
根据新的斜角非自由切削模型，本文提出了新的剪切面积计算方法。
The paper proposes a new method for calculating shear plane area based upon a new oblique cutting model with double edge.
根据新的斜角非自由切削模型，本文提出了新的剪切面积计算方法。
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