Convergence of the stationary distributions of M/M/s/K retrial queue as K tends to infinity
We investigate the convergence of the stationary distributions x(K) x ( K ) of M/M/s/K  retrial queue to the stationary distribution ? ? of M/M/s queue as K  tends to infinity. It is showed that x(K) x ( K ) converges geometrically to ? ? in l1-sense and the convergence rate is characterized by the traffic intensity ? = ? s ? , where ? and ? are the arrival rate and service rate, respectively.
m/m/s/k retrial queue m/m/s queue convergence rate censored markov chain