Automatic linear differential equation identification in analytical form

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In this paper we suggest a reduction of linear dynamics identification problem to the global optimization task. The current approach allows automatic determining the structure and parameters of a linear differential equation via the usage of the modified hybrid evolutionary algorithm for extremum seeking. The a priori information algorithm needed is only the dynamic system initial point or an estimation of the initial point and the sample of measurements: system output and, if there is one, system input.

Evolutionary strategies, identification, structure and parameters, differential equation

Короткий адрес: https://sciup.org/148176927

IDR: 148176927

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