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[7] Glynn, P.V., Whitt, W. (1994). Logarithmic asymptotics for steadystate tail probabilities in a singleserver queue. Studies in Applied Probability.

Summary: [7] Glynn, P.V., Whitt, W. (1994). Logarithmic asymptotics for steady­state tail probabilities in
a single­server queue. Studies in Applied Probability.
[8] Harris, J.M., Kumar, S.P. (1995). An algorithm for minimizing queueing delay of packets in
cellular data networks. In: Proc. 33rd Annual Allerton Conference on Communication, Control
& Computing, Urbana­Champaign IL.
[9] Jelenkovi'c, P.R., Lazar, A.A. (1996). Asymptotic results for multiplexing subexponential on­off
processes. Appeared in part in: Proc. IEEE INFOCOM '97, Kobe, Japan, April 1997; Proc.
ITC 15, Washington DC, June 1997; Submitted to: Advances in Applied Probability.
[10] Kahale, N., Wright, P.E. (1997). Dynamic global packet routing in wireless networks. In: Proc.
IEEE INFOCOM '97, Kobe, Japan, 1416­1423.
[11] Linnartz, J.­M.P.G. (1995). On the performance of packet­switched cellular networks for wire­
less data communications. Wireless Networks 1, 129­138.
[12] Mathias, C.J. (1997). Wireless data­what's real? What's wrong? Business Communications
Review (USA) 27 No. 6, 52­54.
[13] Rubinovitch, M. (1973). The output of a buffered data communication system. Stochastic
Processes and their Applications 1, 375­380.
[14] Tassiulas, L. (1998). Linear complexity algorithms for maximum throughput in radio networks
and input queued switches. In: Proc. IEEE INFOCOM '98, San Fransisco CA, 553­559.
[15] Willinger, W., Leland, W.E., Taqqu, M.S., Wilson, D.V. (1993). On the self­similar nature of
Ethernet traffic. In: Proc. SIGCOMM '93, 183­193.


Source: Andrews, Matthew - Mathematics of Networks and Systems, Mathematical Sciences Research Center, Bell Laboratories


Collections: Mathematics; Computer Technologies and Information Sciences