论文标题
多任务估计的弹性分布扩散
Resilient Distributed Diffusion for Multi-task Estimation
论文作者
论文摘要
分布式扩散是用于多任务状态估计的强大算法,它使网络代理与邻居交互能够处理输入数据并在整个网络之间进行分散信息。与集中式方法相比,扩散具有多种优势,包括对节点的鲁棒性和链接失败。在本文中,我们考虑了分布式扩散以进行多任务估计,其中网络代理必须通过处理流数据来估算不同但相关的感兴趣状态。通过利用用于扩散信息的自适应权重,我们开发了攻击模型,这些攻击模型驱动正常剂将攻击者融合到攻击者选择的状态。攻击模型可用于固定状态和非平稳状态估计。此外,在假设每个正常节点附近的折衷节点的数量中,我们开发了一种弹性的分布分布式扩散算法,并由$ f $界定,我们表明可以以性能降解为代价获得弹性。最后,我们使用固定和非平稳的多目标定位评估了提出的攻击模型和弹性分布扩散算法。
Distributed diffusion is a powerful algorithm for multi-task state estimation which enables networked agents to interact with neighbors to process input data and diffuse information across the network. Compared to a centralized approach, diffusion offers multiple advantages that include robustness to node and link failures. In this paper, we consider distributed diffusion for multi-task estimation where networked agents must estimate distinct but correlated states of interest by processing streaming data. By exploiting the adaptive weights used for diffusing information, we develop attack models that drive normal agents to converge to states selected by the attacker. The attack models can be used for both stationary and non-stationary state estimation. In addition, we develop a resilient distributed diffusion algorithm under the assumption that the number of compromised nodes in the neighborhood of each normal node is bounded by $F$ and we show that resilience may be obtained at the cost of performance degradation. Finally, we evaluate the proposed attack models and resilient distributed diffusion algorithm using stationary and non-stationary multi-target localization.