CMU-CS-02-139
Computer Science Department
School of Computer Science, Carnegie Mellon University



CMU-CS-02-139

Exploring Congestion Control

Aditya Akella, Srinivasan Seshan, Scott Shenker*, Ion Stoica**

May 2002

CMU-CS-02-139.ps
CMU-CS-02-139.pdf

Keywords: Congestion control, active queue management

From the early days of modern congestion control, ushered in by the development of TCP's and DECbit's congestion control algorithm and by the pioneering theoretical analysis of Chiu and Jain, there has been widespread agreement that linear additive-increase-multiplicative-decrease (AIMD) control algorithms should be used. However, the early congestion control design decisions were made in a context where loss recovery was fairly primitive (e.g. TCP Reno) and often timed-out when more than a few losses occurred and routers were FIFO drop-tail. In subsequent years, there has been significant improvement in TCP's loss recovery algorithms. For instance, TCP SACK can recover from many losses without timing out. In addition, there have been many proposals for improved router queueing behavior. For example, RED active queue management and Explicit Congestion Notification (ECN) can tolerate bursty flow behavior. Per-flow packet scheduling (DRR and Fair Queueing) can provide explicit fairness.

In view of these developments, we seek to answer the following fundamental question in this paper: Does AIMD remain the sole choice for congestion avoidance and control even in these modern settings? If not, can other mechanism(s) provide better performance?

We evaluate the four linear congestion control styles -- AIMD, AIAD, MIMD, MIAD -- in the context of these various loss recovery and router algorithms. We show that while AIMD is an unambiguous choice for the traditional setting of Reno-style loss recovery and FIFO drop-tail routers, it fails to provide the best goodput performance in the more modern settings. Where AIMD fails, AIAD proves to be a reasonable alternative.

26 pages

*Internet Research Center at ICSI (ICIR), Berkeley
**Computer Science Department, University of California at Berkeley


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