IEEE INFOCOM 2022 - IEEE Conference on Computer Communications Workshops (INFOCOM WKSHPS) 2022
DOI: 10.1109/infocomwkshps54753.2022.9798088
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Online Scheduling of Transmission and Processing for AoI Minimization with Edge Computing

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Cited by 9 publications
(3 citation statements)
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“…If mobile device m offloads task k to edge node n ∈ N , then let τ tran n,m,k (in seconds) denote the service time of mobile device m ∈ M for sending task k to edge node n. The value of τ tran n,m,k depends on the time-varying wireless channels and is unknown a priori. We assume that τ local m,k and τ tran n,m,k are random variables that follow exponential distribution (Tang et al 2021;Liu et al 2022b;Zhu and Gong 2022), respectively, which are independent of edge loads.…”
Section: Device Modelmentioning
confidence: 99%
“…If mobile device m offloads task k to edge node n ∈ N , then let τ tran n,m,k (in seconds) denote the service time of mobile device m ∈ M for sending task k to edge node n. The value of τ tran n,m,k depends on the time-varying wireless channels and is unknown a priori. We assume that τ local m,k and τ tran n,m,k are random variables that follow exponential distribution (Tang et al 2021;Liu et al 2022b;Zhu and Gong 2022), respectively, which are independent of edge loads.…”
Section: Device Modelmentioning
confidence: 99%
“…Considering the worst-case PAoI, in terms of either the violation probability for a specific requirement or a high percentile of the distribution, also increases the complexity of the calculation, but the closed-form PAoI distribution has been derived for some simple systems [19]. The scheduling of updates in this context can lead to better performance [28], but requires the sensor to be able to receive and process feedback, with a higher energy consumption, which may be offset by harvesting energy from the environment [29].…”
Section: Related Workmentioning
confidence: 99%
“…The rest of the derivation of the PAoI CDF is the same: the transition matrix in case of a failure P D is computed as in (28). The transition probability over m steps, where the first frame is the only successful one, is given by ( 29), and finally, the PAoI CDF can be obtained by using the FIFO versions of the terms in (30).…”
Section: B Fifo Queuingmentioning
confidence: 99%