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L. Massoulié, A. Simonian (1999)
Large buffer asymptotics for the queue with fractional Brownian inputJournal of Applied Probability, 36
K. Laevens (2002)
Traffic characteristics inside optical burst-switched networks, 4874
C. Qiao, Myungsik Yoo (1999)
Optical burst switching (OBS) - a new paradigm for an Optical Internet^{1}J. High Speed Networks, 8
D. Gross, J. Shortle, James Thompson, C. Harris (1975)
Fundamentals of queueing theory
Myungsik Yoo, C. Qiao, S. Dixit (2000)
QoS performance of optical burst switching in IP-over-WDM networksIEEE Journal on Selected Areas in Communications, 18
F. Xue, Shun Yao, B. Mukherjee, S. Yoo (2002)
The performance improvement in optical packet-switched networks by traffic shaping of self-similar trafficOptical Fiber Communication Conference and Exhibit
Kihong Park, W. Willinger (2000)
Self-Similar Network Traffic and Performance Evaluation
A. Simonian, L. Massoulié (1998)
Large Buffer Asymptotics For The Queue With FBM Input
Xiang Yu, Yang Chen, C. Qiao (2002)
Study of traffic statistics of assembled burst traffic in optical burst-switched networks, 4874
Y. Xiong, M. Vandenhoute, H. Cankaya (2000)
Control architecture in optical burst-switched WDM networksIEEE Journal on Selected Areas in Communications, 18
C. Qiao (2000)
Choices, Features and Issues in Optical Burst Switching
Chao Kan, Halt Balt, Stephane Michel, Dominique Verchè (2002)
Information model of an optical burst edge switch2002 IEEE International Conference on Communications. Conference Proceedings. ICC 2002 (Cat. No.02CH37333), 5
V. Vokkarane, Qiong Zhang, J. Jue, Biao Chen (2002)
Generalized burst assembly and scheduling techniques for QoS support in optical burst-switched networksGlobal Telecommunications Conference, 2002. GLOBECOM '02. IEEE, 3
(1995)
On the aggregation of long-range dependent traffic streams in high speed networks
L. Breuer (2000)
Operator-Geometric Solutions for the M/G/k Queue and its VariantsUniversität Trier, Mathematik/Informatik, Forschungsbericht, 00-11
W. Willinger, M. Taqqu, R. Sherman, D. Wilson (1997)
Self-similarity through high-variability: statistical analysis of Ethernet LAN traffic at the source levelIEEE/ACM Trans. Netw., 5
Xiaojun Cao, Jikai Li, Yang Chen, C. Qiao (2002)
Assembling TCP/IP packets in optical burst switched networksGlobal Telecommunications Conference, 2002. GLOBECOM '02. IEEE, 3
E. Renshaw, P. Lewis (1973)
Stochastic point processes : statistical analysis, theory, and applications, 136
V. Vokkarane, K. Haridoss, J. Jue (2002)
Threshold-based burst assembly policies for QoS support in optical burst-switched networks, 4874
O. Narayan (1998)
Exact asymptotic queue length distribution for fractional Brownian traffic
D. Bertsekas, R. Gallager (1992)
Data networks (2nd ed.)
Optical Burst Switching (OBS) combines the benefits of Optical Packet Switching and Optical Circuit Switching technologies to provide an efficient, yet cost effective, method for data transmission in an all-optical, bufferless, core network. While most studies on OBS has concentrated on the core OBS network, we contribute new studies for the buffer requirement of an OBS edge node. The buffer usage for OBS systems only arises in the edge nodes since they contain an array of assemblers which combines electronic data with a common destination into an OBS burst stream for transmission in an all-optical bufferless core network. Specifically, we present two analytical results for buffer usage in an OBS edge node: one for Poisson traffic and the other for self-similar traffic input. The results show that the aggregated traffic from many assemblers inherits the characteristics of the source input traffic. This means that the output traffic approaches Poisson if the input traffic is Poisson, and the output traffic remains self-similar if the input is self-similar. These results lead to the following important design issues when dimensioning buffer requirements in an OBS edge node: if the traffic input is Poisson, the M/G/m model is the model to use for obtaining the upper bound on buffer usage in an OBS edge node; and for the case of self-similar traffic, Brichet’s method can be used to provide the upper and lower bound.
Photonic Network Communications – Springer Journals
Published: Sep 9, 2006
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