2013
DOI: 10.26637/mjm102/009
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Transient solution of an $M^{[X]} / G / 1$ queuing model with feedback, random breakdowns and Bernoulli schedule server vacation having general vacation time distribution

Abstract: This paper analyze an $M^{[X]} / G / 1$ queue with feedback, random server breakdowns and Bernoulli schedule server vacation with general(arbitrary) distribution. Customers arrive in batches with compound Poisson process and are served one by one with first come first served basis. Both the service time and vacation time follow general (arbitrary) distribution. After completion of a service the may go for a vacation with probability $\theta$ or continue staying in the system to serve a next customer, if any wi… Show more

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