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Paper
- REM: Active Queue Management
S. Athuraliya, V. H. Li, Steven H. Low and Qinghe Yin
IEEE Network, Volume:15 Issue:3 May/June 2001
Page[s]:48-53
Abstract: We describe a new active queue manaement schme Random Exponential Marking (REM), that aims to achieve both high utilization and negligible loss and delay in a simple and scalable manner. The key idea is to decouple congestion measure from performance measure such as load, queue, or delay. While congestion measure indicates excess demand for bandwidth and must track the number of users, performance measure should be stabilized around their targets independent of the number of users. We explain the design rationale behind REM and present simulation results of its performance in wireline and wireless networks.
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Related papers
(Please email us your papers on REM)
- Optimization Flow Control I: Basic Algorithm and Convergence
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IEEE/ACM Transactions on Networking
Volume: 7 Issue:6 December 1999
Page[s]: 861-875 (with corrections)
- Optimization Flow Control II: Implementation
S. Athuraliya and Steven H. Low
Internal report, Melbourne University, May 2000.
- On Designing Improved Controllers for AQM Routers Supporting TCP Flows
C. Hollot, V. Misra, D. Towsley and W. Gong
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Page(s): 1726 -1734 vol.3
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A Global Stability Result in Network Flow Control
,
Fernando Paganini
Systems & Control Letters 46(3), pp. 153-163, 2002
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Page[s]: 119-121
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SAM:
Estimation of congestion price using probabilistic packet
marking
Micah Adler and Jin-Yi Cai and Jonathan K. Shapiro
and Don Towsley
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On
stability of REM algorithm with uniform delay
Quinghe Yin and Steven H. Low
Proceedings of IEEE Globecom, Taipei, Taiwan, November 2002
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Local stability of REM algorithm with time-varying
delays
Cheng-Nian Long, Jing Wu and Xinping Guan, IEEE Communications Letters,
7(3):142-142, March 2003
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Lyapunov-based stability analysis of REM
congestion control
O. C. Imer and T. Basar, Proc. of IEEE ACC (American Control
Conference), Boston MA, June 2004.
-
Hopf bifurcation in REM algorithm with communication
delay
Hong-Yong Yang and Yu-Ping Tian, Chaos, Solitons and Fractals,
25:1093-1105, 2005
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