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研究了海上军事实战模式抽象出的一追二和一二对抗的两大问题。解决一追二问题的方法共讨论了三种：初始角的平分线航向法、瞬时角的平分线航向法、中点轨迹法。给出了确定性的数学模型、以及选代计算方法。一二对抗问题的结论可以由—一对抗问题的结论经过迭加而得到。而—一对抗问题的解决是以定性微分对策的双边极值原理为基础展开的。
Studied two major problems of one chase two and one confrontation abstracted from the actual combat mode at sea. There are three ways to solve the problem of one chase after two problems: the bisector of the initial angle heading method, the bisector of the instantaneous angle heading method and the mid-point trajectory method. The mathematical model of certainty and the calculation method of substitution are given. The conclusion of the first or second confrontation problem can be obtained by adding the conclusion of a confrontational problem. The solution of a confrontation problem is based on the principle of bilateral extremum of qualitative differential game.