Spatiotemporal Analysis for Age of Information in Random Access Networks under Last-Come First-Serve with Replacement Protocol
Howard H. Yang, Ahmed Arafa, Tony Q. S. Quek, H. Vincent Poor

TL;DR
This paper develops an analytical framework combining queueing theory and stochastic geometry to analyze and optimize the age-of-information in random access networks with a last-come first-serve with replacement protocol, revealing how network density and access strategies impact AoI.
Contribution
It introduces a novel analytical model for AoI in spatiotemporal networks and proposes a decentralized channel access policy that adapts to network conditions to minimize AoI.
Findings
LCFS with replacement can optimize AoI depending on deployment density.
Slotted ALOHA reduces AoI at high packet arrival rates.
Proposed scheme adapts to network size, improving AoI performance.
Abstract
We investigate the age-of-information (AoI) in the context of random access networks, in which transmitters need to send a sequence of information packets to the intended receivers over a shared spectrum. Due to interference, the dynamics at the link pairs will interact with each other over both space and time, and the effects of these spatiotemporal interactions on the AoI are not well understood. In this paper, we straddle queueing theory and stochastic geometry to establish an analytical framework, that accounts for the interplay between the temporal traffic attributes and spatial network topology, for such a study. Specifically, we derive accurate and tractable expressions to quantify the network average AoI as well as the outage probability of peak AoI. Besides, we develop a decentralized channel access policy that exploits the local observation at each node to make transmission…
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