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首页> 外文期刊>Automatica Sinica, IEEE/CAA Journal of >Parameter estimation and topology identification of uncertain general fractional-order complex dynamical networks with time delay
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Parameter estimation and topology identification of uncertain general fractional-order complex dynamical networks with time delay

机译:时滞不确定广义分数阶复杂动力网络的参数估计和拓扑辨识

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摘要

Complex networks have attracted much attention from various fields of sciences and engineering in recent years. However, many complex networks have various uncertain information, such as unknown or uncertain system parameters and topological structure, which greatly affects the system dynamics. Thus, the parameter estimation and structure identification problem has theoretical and practical importance for uncertain complex dynamical networks. This paper investigates identification of unknown system parameters and network topologies in uncertain fractional-order complex network with time delays (including coupling delay and node delay). Based on the stability theorem of fractional-order differential system and the adaptive control technique, a novel and general method is proposed to address this challenge. Finally two representative examples are given to verify the effectiveness of the proposed approach.
机译:近年来,复杂的网络引起了科学和工程学各个领域的广泛关注。但是,许多复杂的网络具有各种不确定的信息,例如未知或不确定的系统参数和拓扑结构,这极大地影响了系统动力学。因此,参数估计和结构辨识问题对于不确定的复杂动力网络具有理论和实践意义。本文研究了不确定的分数阶复杂网络中具有时延(包括耦合时延和节点时延)的未知系统参数和网络拓扑的识别。基于分数阶微分系统的稳定性定理和自适应控制技术,提出了一种新颖而通用的方法来应对这一挑战。最后给出两个有代表性的例子,以验证所提方法的有效性。

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