Abstract
This paper provides an analytically simple and computationally efficient solution to the discrete-time queueing model GIX /Geom/1. Using the imbedded Markov chain method, the analysis has been carried out for the late-arrival system and the results for the early-arrival system have been derived from those of the late-arrival system. The distributions of the numbers in the system at various epochs are all found in terms of roots of the underlying characteristic equation. Numerical results are also discussed.
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