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Alex Stephenne

Researcher at Ericsson

Publications -  140
Citations -  2064

Alex Stephenne is an academic researcher from Ericsson. The author has contributed to research in topics: Fading & Additive white Gaussian noise. The author has an hindex of 25, co-authored 140 publications receiving 2002 citations. Previous affiliations of Alex Stephenne include Université du Québec à Montréal & Huawei.

Papers
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Performance of time-delay estimation in the presence of room reverberation

TL;DR: Synthetic microphone signals generated with the image model technique are used to study the effects of room reverberation on the performance of the maximum likelihood estimator of the time delay, in which the estimate is obtained by maximizing the cross correlation between filtered versions of the microphone signals.
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On the performance analysis of composite multipath/shadowing channels using the G-distribution

TL;DR: A performance evaluation of single-user communication systems operating in a composite channel is conducted by deriving an analytical expression for the outage probability and derive the moment generating function of the G-distribution, hence facilitating the calculation of average bit error probabilities.
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On the capacity of generalized-k fading channels

TL;DR: This paper derives closed-form expressions for three adaptive transmission techniques, namely, i) optimal rate adaptation with constant power, ii) optimal power and rate adaptation, and iii) channel inversion with fixed rate.
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Performance analysis of mobile radio systems over composite fading/shadowing channels with co-located interference

TL;DR: It turns out that the system performance metrics are predominantly affected by the fading parameters of the desired user, rather than by the diminishing parameter of the interferers.
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A new cepstral prefiltering technique for estimating time delay under reverberant conditions

TL;DR: This article presents and evaluates a new cepstral prefiltering technique which can be applied on the received signals before the actual TDE in order to obtain a more accurate estimate of the delay in a typical reverberant environment.