Author:
Ott T. J.,Kemperman J. H. B.
Abstract
This article derives the transient behavior of the stochastic process X(t) for which in earlier articles it was proven that for α<1, the process (X(t))1/(1−α) (approximately, under low drop probability or ECN marking probability) describes the behavior of the congestion windows in certain transport protocols in the so-called TCP paradigm. The transient distribution is found explicitly and is particularly transparent for moments like E[(X(t))k |X(0)]. The purpose of this article is to be part of the mathematical foundation when comparing the many protocols in the TCP paradigm.
Publisher
Cambridge University Press (CUP)
Subject
Industrial and Manufacturing Engineering,Management Science and Operations Research,Statistics, Probability and Uncertainty,Statistics and Probability
Reference43 articles.
1. 8 Altman E. , Barakat C. & Ramos V.M. (2004). Analysis of AIMD protocols over paths with variable delay. In Proceedings IEEE Infocom 2004.
2. 5 Altman E. , Avrachenkov K. , Barakat C. & Nunez-Queija R. (2001). TCP modeling in the presence of nonlinear window growth. In Proceedings of ITC-17.
3. 26 Löpker A.H. & van Leeuwaarden J.S.H. (2007). Transient moments of the window size in TCP. Available from www.win.tue.nl/~leeuwaa/paper14.html.
4. 32 Misra A. & Ott T.J. (2001). Jointly coordinating ECN and TCP for rapid adaptation to varying bandwidth. In Proceedings of Milcom 2001.
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