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Couple-group consensus of different-order systems with complex relationship

机译:与复杂关系的不同订单系统耦合共识

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For this paper, we investigate couple-group consensus for the heterogeneous complex systems through pinning controller. A new control protocol is designed utilizing the cooperative-competitive interaction in the system. Aiming at the weakly connected topology, the sufficient criteria and related pinning strategies are obtained via several effective methods such as M matrix, Lyapunov stability theorem and graph theory and so on. The couple-group consensus is achieve on condition that zero in-degree nodes be pinned and the second order agents's pinning gains must satisfy the upper bound condition which we obtained, which is result from this paper. In the end, the availability of the consequences is shown by means of simulations.
机译:为此论文,我们通过固定控制器调查异构复杂系统的耦合共识。 利用系统中的合作竞争性互动设计了一种新的控制协议。 针对弱连接的拓扑,通过几种有效方法如M矩阵,Lyapunov稳定性定理和图表理论等获得了足够的标准和相关的循环策略。 耦合集团共识符合零型节点固定的条件,第二个订单代理的固定增益必须满足我们获得的上限状态,这是由本文产生的。 最后,通过模拟显示后果的可用性。

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