An analysis of symmetric polling systems with two priority classes
Performance Evaluation
Queuing analysis of polling models
ACM Computing Surveys (CSUR)
Analysis of interconnected systems of token ring networks
Computer Communications
The Markov-modulated Poisson process (MMPP) cookbook
Performance Evaluation
Characterization of the traffic on high-speed token-ring networks
Performance Evaluation - Special issue on bandwidth management and congestion control of high-speed networks
An analysis of statistical multiplexing in an ATM transport network
IEEE Journal on Selected Areas in Communications
IEEE Journal on Selected Areas in Communications
Hi-index | 0.24 |
A performance model for the fast token ring connected to an output link via a switching node is considered. For each station, traffic streams of two priority classes are supported. Poisson packet arrival process, Erlang-K packet length distribution and zero walk time are assumed. The output process of one fast token ring with a switching node is characterized by using a 3-phase Markov Modulated Erlang Process (MMEP). The numerical results indicate that the required output link capacity predicted by this approximated process can be much less than the estimation based on the Poisson Process assumption, provided that the congestion at the switching node is kept at the same level.