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The stationary distribution is the key of any queueing system; its determination is sufficient to infer the corresponding characteristics. This paper deals with theEr  /  M  /  1{\mathrm{Er}/M/1}    queue. Bayesian inference is developed to estimate the system parameters, specially the root of the relative equation which allows the determination of the stationary distribution. A numerical study is performed with MCMC methods to support the results, and a comparison with another existing method in the literature (moments method) is provided.

Analysis of a non-Markovian queueing model: Bayesian statistics and MCMC methods