Question: Consider a multiple server system with a stream {tA} of inter-arrival times and m total number of servers. Customers' service times are IID random {ts}.

Consider a multiple server system with a stream

Consider a multiple server system with a stream {tA} of inter-arrival times and m total number of servers. Customers' service times are IID random {ts}. Suppose servers take a vacation of v (deterministic) units of time after completing serving customers only if there are no customers waiting in line. Design an event graph, including parameters and state variables, that could be employed to estimate the steady-state mean number of customers in the queue. Consider a multiple server system with a stream {tA} of inter-arrival times and m total number of servers. Customers' service times are IID random {ts}. Suppose servers take a vacation of v (deterministic) units of time after completing serving customers only if there are no customers waiting in line. Design an event graph, including parameters and state variables, that could be employed to estimate the steady-state mean number of customers in the queue

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