Publication
Queueing Systems
Paper

Bounds and inequalities for single server loss systems

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Abstract

We consider a single server loss system in which arrivals occur according to a doubly stochastic Poisson process with a stationary ergodic intensity function λ t . The service times are independent, exponentially distributed r.v.'s with mean μ -1, and are independent of arrivals. We obtain monotonicity results for loss probabilities under time scaling as well as under amplitude scaling of λ t . Moreover, using these results we obtain both lower and upper bounds for the loss probability. © 1990 J.C. Baltzer A.G. Scientific Publishing Company.

Date

01 Dec 1990

Publication

Queueing Systems

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