Differential Pursuit-Evasion Games and Space Economy: New Research Perspectives

Author:

Ferrara Massimiliano,Ibragimov Gafurjan,Pansera Bruno Antonio

Publisher

Springer International Publishing

Reference23 articles.

1. Alias, I.A., Ibragimov, G., Rakhmanov, A.: Evasion differential game of infinitely many evaders from infinitely many pursuers in Hilbert space. Dyn. Games App. 6(2), 1–13 (2016)

2. Azamov, A.A., Kuchkarov, A.S., Holboyev, A.G.: The Pursuit-Evasion Game on the 1-Skeleton Graph of a Regular Polyhedron II. Autom. Remote Control 80, 164–170 (2019)

3. Azamov, A.A.: On Pontryagin’s second method in linear differential games of pursuit. Mat. Sb. (N.S.) 118(160), 3(7), 422–430 (1983). (Math. USSR-Sb. 46(3), 429–437 (1983))

4. Berkovitz, L.D.: Differential game of generalized pursuit and evasion. SIAM J. Contr. 24(3), 361–373 (1986)

5. Blagodatskikh, A.I., Petrov, N.N.: Conflict interaction between groups of controlled objects. Udmurt State University Press, Izhevsk (2009).(in Russian)

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