Home > NAMDU > Vol. 1 (2019) > Iss. 4
Scientific Bulletin of Namangan State University
Article Title
Abstract
In this paper, we study the evasion problem for the second order differential game when the initial positions of moving objects are linearly dependent and controls of the players have geometric constraints. Here the new sufficient solvability conditions for evader will be proposed.
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Last Page
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References
1. Azamov A.A., Samatov B.T. The П-Strategy: Analogies and Applications// The Fourth International Conference Game Theory and Management , June 28-30, 2010, St. Petersburg, Russia, Collected papers.– Р. 33-47. 2. Chernousko F. L., Ananievski I. M., Reshmin S. A. Control of Nonlinear Dynamical Systems. – Berlin, Heidel.: Spr., – 2008.– 396 p. 3. Blagodatskikh A.I., Petrov N.N. Conflict interaction of groups of controlled objects. Izhevsk: Udmurt State University- 2009. 4. Isaacs R. Differential Games. – New York: John &Wiley, 1971. –480 p. 5. Chikrii A.A. (1997) Conflict-Controlled Processes. Kluwer, Dordrecht.
Erratum
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Recommended Citation
Soyibboev, Ulmasjon Boykuzi o‘g‘li; Umaralieva, Nargiza Tashkinbaevna; and Uralova, Sabohat Ismoiljon qizi
(2019)
"EVASION PROBLEM FOR THE SECOND ORDER DIFFERENTIAL GAME,"
Scientific Bulletin of Namangan State University: Vol. 1
:
Iss.
4
, Article 2.
Available at:
https://uzjournals.edu.uz/namdu/vol1/iss4/2