具有外部扰动的自动调节随机扩散动态信息系统解的绝对稳定性判据

A. Dovgun, Y. Ushenko, M. Gorsky
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引用次数: 0

摘要

得到了具有外部扰动的自动调节随机扩散动力系统平凡解的渐近稳定条件。本文的工作是寻找具有外部扰动的自动调节随机扩散动力学系统解的绝对稳定性判据。考虑外部扰动的带后效应的随机扩散动力学sar稳定性的充分代数条件的确定问题是有意义的,因为它的解使得用矩阵计算研究复杂随机系统成为可能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Criterion of Absolute Stability of Solutions of Stochastic Diffusion Dynamic Information Systems of Automatic Regulation With External Disturbances
The conditions of asymptotic stability of the trivial solution of stochastic diffusion dynamic systems of automatic regulation with external disturbances are obtained. In work is to find criteria for the absolute stability of solutions of stochastic diffusion dynamic systems of automatic regulation (SAR) with external disturbances. The problem of determining sufficient algebraic conditions for the stability of stochastic diffusion dynamic SARs with aftereffect and taking into account external disturbances is relevant, since its solution makes it possible to study complex stochastic systems using matrix calculations.
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