Biz bu maqolada Ramchandr masalasini
l
-tutish differensial o`yini
yordamida o`rgandik. Ramchandr masalasini geometrik chegaralangan hol uchun o`rgandik.
Qayiqning strategiyasi faqat geometrik chegaralanishga bog`liq holda qurilgan. Bu maqolada biz
qayiqning kemaga yaqinlashish strategiyasini qurdik.
Biz bu maqolada Ramchandr masalasini
l
-tutish differensial o`yini
yordamida o`rgandik. Ramchandr masalasini geometrik chegaralangan hol uchun o`rgandik.
Qayiqning strategiyasi faqat geometrik chegaralanishga bog`liq holda qurilgan. Bu maqolada biz
qayiqning kemaga yaqinlashish strategiyasini qurdik.
В статье, мы изучаем задачу Рамчандра для
l
-поимки дифферен-
циальной игры. Мы изучаем проблему Рамчандра с геометрическим ограничеением. Мы
выстроили стратегию подхода корабля к лодке
We study the problem for a differential game of l- capture. We study the
problem of Ramchundra with geometric constraint. A strategy of the boat is constructed
depending only with geometric constraint. In this article, we constructed a strategy for
approaching the ship to the boat. .
| № | Муаллифнинг исми | Лавозими | Ташкилот номи |
|---|---|---|---|
| 1 | Samatov B.T. | Namdu | |
| 2 | Uralova . . | Namdu | |
| 3 | Mirzamaxmudov U.A. | Namdu |
| № | Ҳавола номи |
|---|---|
| 1 | Isaacs R. Differential games. John Wiley and Sons, New York, 1965 . |
| 2 | Nahin P.J. Chases and Escapes: The Mathematics of Pursuit and Evasion. Princeton University Press, Princeton, 2012 . |
| 3 | Azamov A.A., Samatov B.T. The П-Strategy: Analogies and Applications. The Fourth International Conference Game Theory and Management , St. Petersburg, Russia: 2010, p. 33-47. |
| 4 | Samatov B.T. The Pursuit- Evasion Problem under Integral-Geometric constraints on Pursuer controls. Automation and Remote Control, Pleiades Publishing, Ltd. New York: 2013, 74(7), p. 1072-1081. |