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Network Sparsification with Guaranteed Systemic Performance Measures

机译:网络稀疏,保证系统性能措施

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A sparse consensus network is one whose number of coupling links is proportional to its number of subsystems. Optimal design problems for sparse consensus networks are more amenable to efficient optimization algorithms. More importantly, maintaining such networks are usually more cost effective due to their reduced communication requirements. Therefore, approximating a given dense consensus network by a suitable sparse network is an important analysis and synthesis problem. In this paper, we develop a framework to produce a sparse approximation of a given large-scale network with guaranteed performance bounds using a nearly-linear time algorithm. First, the existence of a sparse approximation of a given network is proven. Then, we present an efficient and fast algorithm for finding a near-optimal sparse approximation of a given network. Finally, several examples are provided to support our theoretical developments.
机译:稀疏共识网络是耦合链路数量与其子系统数量成比例的共识网络。稀疏共识网络的最佳设计问题更适用于有效的优化算法。更重要的是,由于减少了通信要求,维护这些网络通常更具成本效益。因此,通过合适的稀疏网络近似给定的密集共识网络是一个重要的分析和合成问题。在本文中,我们开发了一种框架,以产生给定大型网络的稀疏近似,使用近线性时间算法具有保证性能界限。首先,证明了给定网络的稀疏近似的存在。然后,我们提出了一种高效且快速的算法,用于找到给定网络的近最佳稀疏近似。最后,提供了几个例子以支持我们的理论发展。

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