Search Results - "Buslaev, Alexander P."

Exact results for discrete dynamical systems on a pair of contours by Buslaev, Alexander P., Tatashev, Alexander G.

“…The study of discrete model of movement on a single contour, equivalent to CA 184 in terms of Wolfram cellular automata classification, was conducted in the…”
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On holonomic mathematical F - pendulum by Buslaev, Alexander P., Yashina, Marina V.

“…A discrete dynamical system named real ‐ valued pendulum is presented in the paper. The system is developed for modeling of particles relocations on graph with…”
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Selected mathematical problems of traffic flow theory by Buslaev, Alexander P., Gasnikov, Alexander V., Yashina, Marina V.

“…In spite of the long history of traffic flow theory development, a lot of its aspects are still unsettled, initiate debates and criticism and require further…”
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A dynamical communication system on a network by Kozlov, Valery V., Buslaev, Alexander P., Tatashev, Alexander G.

“…A dynamical system is introduced and investigated. The system contains N vertices. The vertices send messages at discrete time instants according to a given…”
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On real-valued oscillations of a bipendulum by Kozlov, Valery V., Buslaev, Alexander P., Tatashev, Alexander G.

“…Theoretical and computational aspects of special case of logistical-routing problem are considered. Fluctuation of two particles on a grid connected by a…”
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One-Dimensional Models of Particles Flow and Infocommunication Methods of Verification by Buslaev, Alexander P., Gorodnichev, Mikhail G., Provorov, Andrew V.

“…The article deals with one-dimensional particle flow models and info communication methods of their verification. The article also describes the software…”
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Spectra of Local Cluster Flows on Open Chain of Contours by Buslaev, Alexander Pavlovich, Tatashev, Alexander G

“…A dynamical system is considered. This dynamical system is a flow of clusters with the same length $l$ on contours of unit length connected into open chain. A…”
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On Flows Spectrum on Closed Trio of Contours with Uniform Load by Buslaev, Alexander Pavlovich, Tatashev, Alexander Gennadjevich, Yashina, Marina Victorovna

“…Considered dynamical system is a flow of clusters with the same length $l$ on contours of unit lengthconnected in polar-remote points into closed chain.When…”
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