A Differential Game of Pursuit of a Multiple Target

T. G. Abramyants; E. P. Maslov

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A Differential Game of Pursuit of a Multiple Target

机译：追求多目标的差异博弈

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摘要

The minimax solution of programmed (open-loop) pursuit of a group target is presented. The programmed and positional (closed-loop) pursuit laws are compared.

机译：介绍了群目标的编程（开环）追求的极小极大解。比较了编程的和位置的（闭环）跟踪定律。

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《Journal of Computer and Systems Sciences International》 |2004年第5期|p.674-680|共7页
作者
T. G. Abramyants; E. P. Maslov;
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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);
原文格式 PDF
正文语种 eng
中图分类计算技术、计算机技术;
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2. Optimal Strategies for Multiple Unmanned Aerial Vehicles in a Pursuit/Evasion Differential Game [J] . Xiaoqian Wei, Jianying Yang Journal of guidance, control, and dynamics . 2018,第8期

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3. On Some Sufficient Conditions for Optimality of the Pursuit Time in the Differential Game with Multiple Pursuers [J] . G. I. Ibragimov, B. B. Rikhsiev Automation and Remote Control . 2006,第4期

机译：具有多个追求者的差分博弈中追求时间最优的一些充分条件
4. Two Targets Pursuit-Evasion Differential Game with a Restriction on the Targets Turning [C] . Evgeny Ja. Rubinovich IFAC Workshop on Control Applications of Optimization . 2019

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5. Efficient method for computing strategies for successive pursuit differential games. [D] . Jensen, Reed. 2014

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6. The Killer Fly Hunger Games: Target Size and Speed Predict Decision to Pursuit [O] . Trevor J. Wardill, Katie Knowles, Laura Barlow, -1

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7. A stochastic two-target pursuit-evasion differential game with three players moving in a plane [O] . Yavin Y. 1987

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8. Two-Target Pursuit-Evasion Differential Games in the Plane [R] . Getz, W. M., Pachter, M. 1979

机译：平面上的双目标追踪 - 逃避微分游戏

A Differential Game of Pursuit of a Multiple Target

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