We solve the estimation problem of the probability density parameters of the inter-event interval duration in a synchronous generalized flow of the second order, which can be used as a mathematical model for the arrival processes in queuing systems. The explicit form of the parameter estimates is determined by the method of moments on the basis of the flow observations under the recurrence conditions. The estimates quality is established by using the model
Estimation of the probability density parameters of the Values of Inter-event Interval Duration in Recurrent Synchronous Generalized Flow of the Second Order by the Method of Moments
M. Pagano;
2019-01-01
Abstract
We solve the estimation problem of the probability density parameters of the inter-event interval duration in a synchronous generalized flow of the second order, which can be used as a mathematical model for the arrival processes in queuing systems. The explicit form of the parameter estimates is determined by the method of moments on the basis of the flow observations under the recurrence conditions. The estimates quality is established by using the modelFile in questo prodotto:
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