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射击策略
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  shooting strategy
     Analysis of Firepower Dispositionand Shooting Strategy forAttacking Cruise Missiles
     抗击巡航导弹的火力部署和射击策略分析
短句来源
  shot strategy
     The Optimum Shot Strategy on a Three versus two Duel
     三对二格斗时的最优射击策略
短句来源
     The sixth chapter studies the optimum shot strategy in a duel.
     第六章考虑了对抗时的最优射击策略问题。
短句来源
     Then, the paper proves that the As second shot strategy is better than the other shot strategy. So, the second shot strategy is the As optimum shot strategy and the winning probability is got.
     该文进一步考虑三对二格斗时的情形,先求出在不同射击策略下,A方获胜的不同概率,并证明了A方第2种射击策略优于其它射击策略,因而也是格斗A方的最优射击策略,并得到了相应的获胜概率。
短句来源
  shot strategies
     Optimal Decision on Shot Strategies in Duel
     一类格斗中射击策略的最优决策
短句来源
     The paper studies the shot strategies to a command and control system and a weapon system.
     该文研究对指挥控制系统和武器系统的射击策略问题。
短句来源
     The command system B 1 and the weapon system B 2 are separately arranged by a side in a duel and B 2 needs shot information provided by B 1.The optimum shot strategies to B 1 and B 2 are discussed respectively under three elementary stochastic duel models by stochastic analysis. Three decisive distinction rules are obtained.
     设交战一方的指挥系统B1与武器系统B2 被分开部署 ,并且B2 需要B1提供射击信息。 在 3种基本格斗模型假设下 ,用随机分析方法分别讨论战斗另一方对B1、B2 的最优射击策略 ,得到了明确的判别准则
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  shot strategies
Specifically, agents choose their one shot strategies, and then the principle randomly determines whether these are "cheap talk", or if payoffs should be distributed.
      


Suppose that the two contestants are side A and side B. The two sides fire simultaneously and independently. Under the condition that all fire simultaneously at fixed intervals, C. J. Ancker Jr. and Trevor Williams got the optimum shot strategy of a side and the winning probabilities for the two sides. The paper further considers a three versus two duel model under the same condition. First, the As winning probabilities in the different...

Suppose that the two contestants are side A and side B. The two sides fire simultaneously and independently. Under the condition that all fire simultaneously at fixed intervals, C. J. Ancker Jr. and Trevor Williams got the optimum shot strategy of a side and the winning probabilities for the two sides. The paper further considers a three versus two duel model under the same condition. First, the As winning probabilities in the different shot strategies are obtained. Then, the paper proves that the As second shot strategy is better than the other shot strategy. So, the second shot strategy is the As optimum shot strategy and the winning probability is got.

假设格斗双方分别为A方、B方,双方独立同时射击,并且以后的发射时间间隔相等,在这种同射对抗条件下(alfiresimultaneouslyatfixedintervals),C.J.AnckerJr.与TrevorWiliams导出了二对二格斗时,一方的最优射击策略以及格斗双方各自获胜的概率。该文进一步考虑三对二格斗时的情形,先求出在不同射击策略下,A方获胜的不同概率,并证明了A方第2种射击策略优于其它射击策略,因而也是格斗A方的最优射击策略,并得到了相应的获胜概率。

Suppose that the two sides in a duel are side A and side B and that side A has M weapons of the same kind and side B has N weapons of the same kind.Both sides may differ in their weapons.Let X A be the firing time intervals of a weapon of side A and X B be those of a weapon of side B,and X A~ ned (r A),X B~ ned (r B). Also, N A(t)(N B(t)) is the shot times of one weapon of side A (side B) in the time interval [0,t). Then,the paper can prove that N A(t)(N B(t)) is...

Suppose that the two sides in a duel are side A and side B and that side A has M weapons of the same kind and side B has N weapons of the same kind.Both sides may differ in their weapons.Let X A be the firing time intervals of a weapon of side A and X B be those of a weapon of side B,and X A~ ned (r A),X B~ ned (r B). Also, N A(t)(N B(t)) is the shot times of one weapon of side A (side B) in the time interval [0,t). Then,the paper can prove that N A(t)(N B(t)) is a poisson stochastic process with the parameter r A(r B).Under the assumptions stated above,the paper proved that alternations of shot strategies in either side can neither increase nor decrease its winning probability in the duel.In the situation like this,it means that there are no so called optimum shot strategies for both sides.

记格斗双方为A方与B方,A方有M件同类型武器,B方有N件同类型武器,双方武器种类可以不同。设A(B)方一件武器的射击时间间隔XA(XB)服从参数为rA(rB)的指数分布,NA(t)(NB(t))为A(B)方一件武器在时间[0,t)内的射击次数,则NA(t)(NB(t))是参数为rA(rB)的泊松随机过程。在此假设下,该文证明对任意的MN格斗,任一方的射击策略的改变既不会增大也不会减少己方在格斗中的获胜概率。对于这种情况,可以说格斗双方都不存在所谓的最优射击策略

The optimal firepower dispositionis presented for attacking cruise missiles according to our existing weapon equipment and technology level . On this basis , some conception and theorem are introduced to discuss the optimal shooting strategy for the combination weapon to attack cruise missiles in theoryand method .

根据现代巡航导弹的特点 ,结合现有装备和技术水平 ,提出了抗击巡航导弹的最佳火力部署方案。在此基础上 ,引入了武器最佳射击策略的有关概念和定理 ,并对抗击巡航导弹的组合武器最佳射击策略的求取在理论和方法上进行了深入的探讨。

 
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