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Admission Control of Multi-Class Traffic with Service Priorities in High-Speed Networks
Queueing Systems 27 (1997) 79–97 79
Admission control of multi-class traffic with service
priorities in high-speed networks
?
V.G. Kulkarni and N. Gautam
Department of Operations Research, University of North Carolina, Chapel Hill, NC 27599-3180, USA
E-mail: {vg kulkarni;gautam}@unc.edu
Received 29 November 1995; revised 15 June 1997
We consider a fluid model of a system that handles multiple classes of traffic. The delay
and cell-loss requirements of the different classes of traffic are generally widely different
and are achieved by assigning different buffers for different classes, and serving them in a
strict priority order. We use results from the effective bandwidth of the output processes
(see Chang and Thomas (1995)) to derive simple and asymptotically exact call-admission
policies for such a system to guarantee the cell-loss requirements for the different classes
assuming that each source produces a single class traffic. We compare the admission-control
policies developed here with the approximate policy studied by Elwalid and Mitra (1995)
for the case of two-class traffic.
Keywords: quality-of-service, fluid-flow models, effective bandwidth, multi-priority traffic,
Chernoff dominant eigenvalue
1. Introduction
The concept of effective bandwidth and its use in the admission control for the
statistical multiplexing of bursty sources is now well-documented and accepted (see
Gibbens and Hunt [11], Kesidis et al. [12], Elwalid and Mitra [8], Choudhury et al. [3],
Whitt [18], etc.). In the emerging high-speed networks using asynchronous transfer
mode (ATM), each traffic-source is described by its stochastic characteristics, and is
assured a quality of service (QoS), as measured by cell-loss probability, delay, delay-
jitter, etc. The effective bandwidth is a number associated with a traffic-source such
that if the sum of the effective bandwidths of all the sources multiplexed onto a buffer
is less than the output rate of that buffer, then the QoS is satisfied for
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