Two communication traffic streams with Poisson statistics arrive at a network node. These are to be transmitted across a channel with a total bandwidth capacity of C slots. Messages not accepted at the node are assumed to be lost. Under the assumptions of exponential service time distributions, the problem of dynamic allocation of available channel bandwidth among the two traffic types is studied in order to minimize a weighted sum of blocking probabilities. Modeling the system as a two-dimensional Markov chain is studied to minimize a weighted sum of blocking probabilities. Modeling the system as a two-dimensional Markov chain, it is shown by an application of dynamic programming principles that the optimal policy has the form of a 'switching curve'.
Optimal service allocation among two heterogeneous traffic types with no queueing
Optimale Zuordnung bei zwei heterogenen Verkehrstypen ohne Warteschlange
Proceedings of the 26th IEEE Conference on Decision and Control ; 2 ; 1496-1498
1987
3 Seiten, 12 Quellen
Conference paper
English
A queueing based traffic flow model
Online Contents | 2000
|Optimal buffer allocation in light traffic
Tema Archive | 1987
|ELEVATOR SYSTEM WITH QUEUEING FUNCTION FOR ROBOT TRAFFIC
European Patent Office | 2023
|ELEVATOR SYSTEM WITH QUEUEING FUNCTION FOR ROBOT TRAFFIC
European Patent Office | 2021
|Elevator system with queueing function for robot traffic
European Patent Office | 2024
|