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Distributed H∞-consensus filtering in sensor networks with multiple missing measurements: The finite-horizon case

机译：具有多个缺失测量值的传感器网络中的分布式H∞共识滤波：有限水平情况

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The official published version of the article can be found at the link below.

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Shen, B; Wang, Z; Hung, Y;
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年度 2010
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正文语种 {"code":"en","name":"English","id":9}
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专利

1. Distributed H_∞-consensus filtering in sensor networks with multiple missing measurements: The finite-horizon case [J] . Bo Shen, Zidong Wang, Y. S. Hung Automatica . 2010,第10期

机译：具有多个缺失测量值的传感器网络中的分布式H_∞共识滤波：有限水平情况
2. Distributed recursive filtering for multi-sensor networked systems with multi-step sensor delays, missing measurements and correlated noise [J] . Jiahao Zhang, Shesheng Gao, Guo Li, Signal processing . 2021,第Apra期

机译：具有多级传感器延迟的多传感器网络系统的分布式递归过滤，缺少测量和相关噪声
3. Distributed variance-constrained robust filtering with randomly occurring nonlinearities and missing measurements over sensor networks [J] . Wang Zhigong, Chen Dongyan, Du Junhua Neurocomputing . 2019,第FEBa15期

机译：分布方差受限的鲁棒滤波，具有随机发生的非线性和传感器网络上缺少测量结果
4. Probability-guaranteed H#x221E; finite-horizon filtering for a class of nonlinear networked control systems with multiple missing measurements [C] . Wang Yanqian, Zhang Shuyu Chinese Control Conference . 2014

机译：一类具有多个缺失测量值的非线性网络控制系统的概率保证H ∞有限水平滤波
5. The SME filter approach to multiple target tracking with false and missing measurements. [D] . Lee, Yong Joo. 1993

机译：SME过滤器方法可对带有错误和丢失测量值的多目标进行跟踪。
6. Consensus-Based Filter for Distributed Sensor Networks with Colored Measurement Noise [O] . Jinran Wang, Peng Dong, Zhongliang Jing, 2018

机译：基于共识的带色测量噪声的分布式传感器网络滤波器
7. Distributed H∞-consensus filtering in sensor networks with multiple missing measurements: The finite-horizon case [O] . Hung, YS, Shen, B, Wang, Z 2010

机译：具有多个缺失测量的传感器网络中的分布式H∞共识滤波：有限时域情形
8. Distributed Data-aggregation Consensus for Sensor Networks: Relaxation of Consensus Concept and Convergence Property. [R] . Rabbat, M. 2014

机译：传感器网络的分布式数据聚合共识：放宽共识概念和融合属性。

Distributed H∞-consensus filtering in sensor networks with multiple missing measurements: The finite-horizon case

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