Consider an M/G/1 queue, i.e., a queue with Poisson arrivals of rate in which each arrival i, independent of other arrivals, remains in the system for a time X i , where {X i ;i 1 } is a set of IID...

Consider an M/G/1 queue, i.e., a queue with Poisson arrivals of rate in which each arrival i, independent of other arrivals, remains in the system for a time X_i, where {X_i;i₁} is a set of IID rv’s with some given distribution function F(x).