Study of queueing model having single arrival with removable server
Naveen Kumar, Vinod Bhatia
This paper represents a queueing models in which server are removed for an exponentially distributed random time when queue is empty. In this paper it is assumed that the server is always available but there are many situations in which the server has to perform the secondary work other than to providing service to the customers which is in queue. For example in bank the clerk has also to maintain their records in addition to serve the customers.