<正> Objective:To study several types of ergodicity of the queue length of M/M/c queue with syn-chronous vacation. Methods:A matrix analytical method is applied to deal with it. Result: It is shown that{L (t),J(t)}is geometrically ergodic if and only if it is ergodic. Conclusion: The criteria for the other types of ergodicity areobtained.
Abstract:
<正> Objective:To study several types of ergodicity of the queue length of M/M/c queue with syn-chronous vacation. Methods:A matrix analytical method is applied to deal with it. Result: It is shown that{L (t),J(t)}is geometrically ergodic if and only if it is ergodic. Conclusion: The criteria for the other types of ergodicity areobtained.
