The tightness of some queueing stochastic processes is proved and its role in an ergodic analysis is considered. It is proved that the residual service tim.

The tightness of some queueing stochastic processes is proved and its role in an ergodic analysis is considered. It is proved that the residual service time ...

Morozov, The tightness in the ergodic analysis of regenerative queueing processes,. Queueing Systems, 27 (1997) 179–203. [23] E. Morozov, A comparison ...

Apr 2, 2021 · This approach allows us to obtain simple proofs for stability conditions for the stochastic processes that are considered.

[10] E. Morozov, The tightness in the ergodic analysis of regenerative queueing processes, Queueing Systems, 27, 179-203 (1997). [11] D. Sonderman ...

The authors present an expository review of the theory of regenerative processes starting with the more traditional notions and then moving on to some of ...

The tightness of some queueing stochastic processes is proved and its role in an ergodic analysis is considered. It is proved that the residual service time ...

The tightness in the ergodic analysis of regenerative queueing processes ... queueing stochastic processes is proved and its role in an ergodic analysis is ...

This survey paper is devoted to stability analysis of regenerative queueing systems. The method is based on the renewal technique and allows to obtain ...

2. E. Morozov (1997) The tightness in the ergodic analysis of regenerative queueing processes, Queueing Systems, 27, 179-203. 3. E. Morozov (1998) Instability ...