2016
DOI: 10.1002/oca.2295
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Linear optimal filter for system subject to random delay and packet dropout

Abstract: Summary This note is concerned with the linear estimation problems for discrete‐time systems where the measurements are subject to random time delay and packet dropout. Different from most of previous works, the time‐stamping is assumed to be unavailable in this paper. In this case, the estimation problems for such systems are very difficult because the information of the received measurements is not exactly known in most cases. To overcome the difficulty caused by the random delay and unavailability of time‐s… Show more

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Cited by 1 publication
(1 citation statement)
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“…The LQR problem has been extended to several different situations. For example, LQR control with time delay was investigated in the works of Liang and Zhang and Wu and Shu; the LQR problem for stochastic systems was studied in the works of Liu et al and Wu and Zhuang; and LQR for stochastic time‐delay systems was solved in the work of Li et al In the work of Wu et al, the LQR problem was solved for the so‐called antilinear system (which is a special case of the complex‐valued linear systems), and a so‐called anti‐Riccati equation–based solution was established.…”
Section: Introductionmentioning
confidence: 99%
“…The LQR problem has been extended to several different situations. For example, LQR control with time delay was investigated in the works of Liang and Zhang and Wu and Shu; the LQR problem for stochastic systems was studied in the works of Liu et al and Wu and Zhuang; and LQR for stochastic time‐delay systems was solved in the work of Li et al In the work of Wu et al, the LQR problem was solved for the so‐called antilinear system (which is a special case of the complex‐valued linear systems), and a so‐called anti‐Riccati equation–based solution was established.…”
Section: Introductionmentioning
confidence: 99%