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A Note on Generalized Pursuit-Evasion Games
SIAM Journal on Control, 1975Two player zero sum differential games are an extension of optimal control problems. When the cost or payoff is the integral of some function h up to the first time the trajectory enters a “terminal set” the differential game is one of survival. If $h \equiv 1$, the payoff is just the time elapsed up to the “capture time” and the game is one of pursuit
Elliott, Robert J., Friedman, Avner
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NAECON 2023 - IEEE National Aerospace and Electronics Conference, 2023
Isaac E. Weintraub +2 more
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Isaac E. Weintraub +2 more
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Proceedings of the thirteenth annual ACM symposium on Principles of distributed computing - PODC '94, 1994
P. Spirakis, B. Tampakas
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P. Spirakis, B. Tampakas
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Some pursuit-evasion problems on grids
Information Processing Letters, 1992zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Solution Techniques for Realistic Pursuit-Evasion Games
1981The objective of the article is to demonstrate that realistic pursuit- evasion problems formulated as zero-sum differential games can be meaningfully solved by analytical methods. The first step and the key for success towards such a solution is appropriate mathematical modelling of the problem.
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Noisy satellite pursuit-evasion
Guidance, Navigation and Control Conference, 1987openaire +1 more source

