In this note, we have extended previous studies of the system stability of buffered ALOHA systems to study an individual queue's stability, i.e., per-queue stability. The main result obtained in this work is a necessary and sufficient per-queue stability condition, which can be computed analytically only for several cases. For other noncomputable cases, we have evaluated several inner and outer bounds. They are generally quite tight for not-so-asymmetric systems.
- Multiaccess systems
- Per-queue stability
- Queue stability ordering
- System stability
ASJC Scopus subject areas
- Control and Systems Engineering
- Electrical and Electronic Engineering