2013
DOI: 10.1016/j.compeleceng.2012.11.008
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A robust active queue management scheme for network congestion control

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Cited by 30 publications
(21 citation statements)
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“…Mark δ C ( t ) = C ( t ) − C 0 as the increment, where C 0 denotes the nominal link capacity. It has been revealed that δ C ( t ) influences the control performance greatly and has the features of unpredictable and abrupt . In view of the aforementioned features, in this paper, δ C ( t ) is modeled both in network interference and the system uncertainty to further reduce its defections.…”
Section: Transmission Control Protocol‐based Active Queue Management mentioning
confidence: 99%
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“…Mark δ C ( t ) = C ( t ) − C 0 as the increment, where C 0 denotes the nominal link capacity. It has been revealed that δ C ( t ) influences the control performance greatly and has the features of unpredictable and abrupt . In view of the aforementioned features, in this paper, δ C ( t ) is modeled both in network interference and the system uncertainty to further reduce its defections.…”
Section: Transmission Control Protocol‐based Active Queue Management mentioning
confidence: 99%
“…For example, the discretized δ p k satisfies − p k − 1 ≤ δ p k ≤1 − p k − 1 . Define p k max =1 − p k − 1 , p k min =− p k − 1 , then δ p k is rewritten as s a t ( p k ) = β ( p k ) p k , where sat(pk)=pkmax,pkpkmax,pk,pkmin<pk<pkmax,pkmin,pkpkmin,β(pk)=pkmaxpk,pkpkmax,1,pkmin<pk<pkmax,pkminpk,pkpkmin. However, almost all of the robust schemes indicate that δ p ( t ) or δ p k is not dramatically changed such as . It is obviously unnecessary and redundant to add a barely‐triggered limitation to the control principle.…”
Section: Transmission Control Protocol‐based Active Queue Management mentioning
confidence: 99%
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“…However, without considering the dynamic behavior and overlooking the time-varying nature of the network, neither can any of these methods obtain the appropriate efficiency and required performance, nor can they adapt themselves against varying operating envelope. In addition, the heterogeneous nature of Internet causes various uncertainties in the network parameters such that current congestion controllers are not robust enough against them and their performance goes down as the uncertainties exceed a predefined borderline.These imperfections along with rapidly growing and varying Internet applications have urged many researchers toward the development of control theories, which have led to the emergence of various AQM controllers: P, PI, and PID controller [5,[33][34][35], H 1 robust controller [36][37][38][39], and variable structure controller [40][41][42]. Although the analytical and simulation results show the superiority of PI controller over RED, it suffers from the problem of tuning over different operating envelopes as well as its weakness in dealing with the time-varying nature of the network parameters.…”
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confidence: 99%