Source: http://umj.imath.kiev.ua/authors/name/?lang=en&author_id=2606
Timestamp: 2019-04-25 06:32:18+00:00

Document:
UMZh Author: Danilov V. Ya.
Danilov V. Ya., Lavrova O. E., Stanzhitskii A. N.
We introduce the concept of viscous solution for the Bellman equation on time scales and establish сonditions for the existence and uniqueness of this solution.
Danilov V. Ya., Gorodnii M. F., Kirichenko V. V., Perestyuk N. A., Samoilenko A. M.
Danilov V. Ya., Mitropolskiy Yu. A., Perestyuk N. A., Samoilenko A. M.
Danilov V. Ya., Martynyuk D. I., Stanzhitskii A. N.
We prove a theorem on the existence of periodic solutions of a system of differential equations with random right-hand sides and small parameter of the form dx/dt=εX(t, x, ξ(t)) in a neighborhood of the equilibrium state of the averaged deterministic system dx/dt=εX 0(t).

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