2015 IEEE International Conference on Communications (ICC) 2015
DOI: 10.1109/icc.2015.7249278
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On the recursive nature of end-to-end delay bound for heterogeneous wireless networks

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Cited by 12 publications
(24 citation statements)
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References 16 publications
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“…The difference was also observed in [2] and [18] and seems to be unrelated to the finite blocklength model. Despite the difference, the slope of exponential decay of the delay violation Figure 3: Simulation results and delay bounds for average SNRγ = 10 dB, with arrivals a = 240 bits.…”
Section: Validity Of the Boundsmentioning
confidence: 75%
“…The difference was also observed in [2] and [18] and seems to be unrelated to the finite blocklength model. Despite the difference, the slope of exponential decay of the delay violation Figure 3: Simulation results and delay bounds for average SNRγ = 10 dB, with arrivals a = 240 bits.…”
Section: Validity Of the Boundsmentioning
confidence: 75%
“…for relatively large delays. Contrary to that, stochastic network calculus [22], which has been recently extended to wireless network analysis in a transform domain [13] and which has also been applied in various scenarios [14], [17], [24], [25], provides a strict upper bound on the delay violation probability p v (w), even at low delay. This is beneficial for ultra-reliable low latency systems in an industrial context: The modeled system will violate certain delay bounds with an even lower probability than shown by the analysis.…”
Section: A Queueing Analysismentioning
confidence: 99%
“…only valid for long delays. Al-Zubaidy et al [13] used stochastic network calculus in a transform domain, which not only provides non-asymptotic bounds on the delay performance, but can also be extended for the analysis of multi-hop wireless links [13], [14]. Finite blocklength effects and imperfect CSI have been separately studied with respect to their impact on the queueing performance.…”
Section: Introductionmentioning
confidence: 99%
“…Actually, the research regarding delay analysis in wireless communications using stochastic network calculus is rather limited, although the theory has developed for decades. A remarkable achievement is the development of (min, ×)-algebra [21]- [23], which was proposed to bridge the conventional stochastic network calculus and its applications in wireless scenarios. However, only Rayleigh fading channel is considered for discussion in related literature, while the investigation with respect to mm-wave fading characteristics, e.g., Nakagami-m fading, still remains blank.…”
Section: Objectives and Contributionsmentioning
confidence: 99%