Positive recurrence of an M-M-1 queue
= Positive recurrence of an M-M-1 queue
An $M/M/1$ queue is positive recurrent exactly when its traffic intensity $\rho=\lambda/\mu$ is below one.
= Positive recurrence of an M-M-1 queue
An $M/M/1$ queue is positive recurrent exactly when its traffic intensity $\rho=\lambda/\mu$ is below one.