Corrections to 'High-Throughput Random Access Using Successive Interference Cancellation in a Tree Algorithm'

Yash Deshpande; Cedomir Stefanovic; H. Murat Gursu; Wolfgang Kellerer

doi:10.1109/TIT.2022.3208441

Corrections to 'High-Throughput Random Access Using Successive Interference Cancellation in a Tree Algorithm'

Yash Deshpande^*, Cedomir Stefanovic, H. Murat Gursu, Wolfgang Kellerer

^*Kontaktforfatter

Publikation: Bidrag til tidsskrift › Tidsskriftartikel › Forskning › peer review

2 Citationer (Scopus)

Abstract

In the above article, the authors propose d -ary SICTA and derive the expected conditional length of the collision resolution interval, optimal splitting probability and the maximum stable throughput (MST) for d \geq 2 under stationary ergodic packet arrivals. In this correction, we show that the premise of the analysis for d > 2 and consequentially the results presented for d > 2 do not hold.

Originalsprog	Engelsk
Tidsskrift	IEEE Transactions on Information Theory
Vol/bind	69
Udgave nummer	3
Sider (fra-til)	1658-1659
Antal sider	2
ISSN	0018-9448
DOI	https://doi.org/10.1109/TIT.2022.3208441
Status	Udgivet - 1 mar. 2023

Bibliografisk note

Publisher Copyright:
© 1963-2012 IEEE.

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abstract = "In the above article, the authors propose d -ary SICTA and derive the expected conditional length of the collision resolution interval, optimal splitting probability and the maximum stable throughput (MST) for d \geq 2 under stationary ergodic packet arrivals. In this correction, we show that the premise of the analysis for d > 2 and consequentially the results presented for d > 2 do not hold.",

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AU - Stefanovic, Cedomir

AU - Gursu, H. Murat

AU - Kellerer, Wolfgang

PY - 2023/3/1

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N2 - In the above article, the authors propose d -ary SICTA and derive the expected conditional length of the collision resolution interval, optimal splitting probability and the maximum stable throughput (MST) for d \geq 2 under stationary ergodic packet arrivals. In this correction, we show that the premise of the analysis for d > 2 and consequentially the results presented for d > 2 do not hold.

AB - In the above article, the authors propose d -ary SICTA and derive the expected conditional length of the collision resolution interval, optimal splitting probability and the maximum stable throughput (MST) for d \geq 2 under stationary ergodic packet arrivals. In this correction, we show that the premise of the analysis for d > 2 and consequentially the results presented for d > 2 do not hold.

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KW - maximum stable throughput

KW - random access

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ER -

Corrections to 'High-Throughput Random Access Using Successive Interference Cancellation in a Tree Algorithm'

Abstract

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