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A General Formula for the Stationary Distribution of the Age of Information and Its Application to Single-Server Queues
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This paper considers the stationary distribution of the age of information (AoI) in information update systems. We first derive a general formula for the stationary distribution of the AoI, which holds for a wide class of information update systems. The formula indicates that the stationary distribution of the AoI is given in terms of the stationary distributions of the system delay and the peak AoI. To demonstrate its applicability and usefulness, we analyze the AoI in single-server queues with four different service disciplines: first-come first-served (FCFS), preemptive last-come first-served (LCFS), and two variants of non-preemptive LCFS service disciplines. For the FCFS and the preemptive LCFS service disciplines, the GI/GI/1, M/GI/1, and GI/M/1 queues are considered, and for the non-preemptive LCFS service disciplines, the M/GI/1 and GI/M/1 queues are considered. With these results, we further show comparison results for the mean AoI's in the M/GI/1 and GI/M/1 queues under those service disciplines.
Forward citations
Cited by 3 Pith papers
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A context-aware timeliness metric multiplies estimation error by a context weight, and a Lyapunov scheduling policy that minimizes it cuts threshold violations and improves CartPole control versus Age-of-Information s...
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Measured Age of Information on real Internet and local Wi-Fi IoT testbeds and derived how synchronization bias shifts average age under linear, exponential, and logarithmic penalties.
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