Effective bandwidths for multiclass Markov fluids and other ATM sources
IEEE/ACM Transactions on Networking (TON)
Procedures and tools for analysis of network traffic measurements
Performance Evaluation
Effective bandwidth estimation and testing for Markov sources
Performance Evaluation
Many-Sources Delay Asymptotics with Applications to Priority Queues
Queueing Systems: Theory and Applications
Many Sources Asymptotics for Networks with Small Buffers
Queueing Systems: Theory and Applications
Hybrid optimization for QoS control in IP Virtual Private Networks
Computer Networks: The International Journal of Computer and Telecommunications Networking
Novel bandwidth requirement estimation based on exact large deviation asymptotics
Computer Communications
End-to-end quality of service-based admission control using the fictitious network analysis
Computer Communications
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This work addresses the estimation and calculation of the operating point of a network's link in a digital traffic network. The notion of operating point comes from effective bandwidth (EB) theory. The results shown are valid for a wide range of traffic types. We show that, given a good EB estimator, the operating point, i.e. the values of time and space parameters in which the EB is related with the asymptotic overflow probability, can also be accurately estimated. This means that the operating point (and other parameters) inherits the statistical properties of the EB estimation. This affirmation is not an obvious one, because operating point parameters are related with the EB through an implicit function involving extremal conditions computations.Imposing some regularity conditions, a consistent estimator and confidence regions for the operating point and Quality of Service parameters are developed. These conditions are very general, and they are met by commonly used estimators as the averaging estimator presented in [C. Courcoubetis, R. Weber, Buffer overflow asymptotics for a switch handling many traffic sources, J. Appl. Probability 33 (1996)] or the Markov Fluid model estimator presented in [J. Pechiar, G. Perera, M. Simon, Effective bandwidth estimation and testing for Markov sources, Perform. Eval. 48 (2002) 157-175].Using a software package developed by our group that estimates the EB and other relevant parameters from traffic traces, simulation results are compared with the analytical results, showing very good fitting.