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Monday, November 20, 2017 - 11:30 to 12:30
SMS, Seminar Room
Prof. Raj Srinivasan
University of Saskatchewan, Canada
Non Homogenous Poisson Process and Its Applications

Traditionally, Poisson process with constant rate have been extensively used to model arrival and potential service processes arising in queueing and queueing networks models under the Markov regime.
Generalization to non Markovian models, usually has taken the route of Renewal Processes for the arrival and the services schemes. This is neither natural nor realistic in the Modelling sense. In this talk, I will provide a brief history of queues and queueing networks, and emphasize the need for time variability in parameters, and hence the use of non Homogenous Poisson process as an alternative renewal process.

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