EXTENDING THE EFFECTIVE-BANDWIDTH CONCEPT TO NETWORKS WITH PRIORITY CLASSES by

ATM switches are now being designed to allow connections to be partitioned into priority classes, with packets being emitted for higher priority classes before packets are emitted for lower priority classes. Accordingly, allocation of network resources based on different priority levels is becoming a realistic possibility. Thus we need new methods to do connection admission control and capacity planning that take account of the priority structure. In this paper we show that the notion of effective bandwidths can be used for these purposes when appropriately extended. The key is to have admissibility of a set of connections determined by a linear constraint for each priority level, involving a performance criterion for each priority level. For this purpose, connections are assigned more than one effective bandwidth, one for its own priority level and one for each lower priority level. Candidate effective bandwidths for each priority level can be determined by using previous methods associated with the first-in first-out discipline, including the method based on large-buffer asymptotics. The proposed effective-bandwidth structure makes it possible to apply product-form stochastic loss network models to do dimensioning.