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Maximum entropy principle in the differential second-order realization of a non-stationary bilinear system

Авторы: Rusanov V.A., Banshchikov A.V., Daneev A.V., Lakeyev A.V.

Журнал: Advances in Differential Equations and Control Processes

Том: 20

Номер: 2

Год: 2019

Отчётный год: 2019

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Аннотация: Necessary and sufficient conditions for existence of six non-stationary operators of the model for differential realization of the system in a class of ordinary second-order differential equations (including hyperbolic ones) with a fixed bilinear structure in the separable Hilbert space were obtained in the form of the entropy maximum principle using a modification of Relay-Ritz operator for a continuous non-linear infinite behavioristic system (a dynamic system of Willems [1]).

Индексируется WOS: 1

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