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Bipartite consensus for multiple two-time scales agents over the signed digraph

机译:签署的有向图上多个两次标度代理人的两方共识

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The bipartite consensus problem of multiple two-time scales agents over the signed digraph, where both cooperative and competitive interactions exist among the agents, is considered with a new distributed protocol. Sufficient conditions for bipartite consensus is presented in terms of easily checkable algebraic Riccati equation (ARE). Compared with the existing result on consensus of multiple two-time scales agents, the communication topology here is more generic. Moreover, the upper bound of the singular perturbation parameter is also presented. Simulation examples are given to illustrate the effectiveness of the proposed results.
机译:使用新的分布式协议,考虑了在有向图上的多个两次标度的座席的双向共识问题,其中座席之间存在合作和竞争相互作用。根据易于检查的代数Riccati方程(ARE),提出了二方共识的充分条件。与多个二次尺度代理的共识现有结果相比,此处的通信拓扑更为通用。此外,还给出了奇异摄动参数的上限。仿真例子说明了所提出结果的有效性。

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