Optimum Equivalent Loading in Multi-Dimensional Transmission

Loading methods for wireline and wireless transmission systems are explained and reviewed to allow examination of fundamental equivalences between approaches to optimum transmission with linear cross-dimensional interference. Shannon's famous water-filling method is then re-interpreted by exami...

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Main Authors: John M. Cioffi, Peter S. Chow, Kenneth J. Kerpez
Format: Article
Language:English
Published: IEEE 2020-01-01
Series:IEEE Open Journal of the Communications Society
Subjects:
Online Access:https://ieeexplore.ieee.org/document/9097237/
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spelling doaj-00ad8672853846c99d076d19de023b1c2021-03-29T18:56:34ZengIEEEIEEE Open Journal of the Communications Society2644-125X2020-01-01168169910.1109/OJCOMS.2020.29956639097237Optimum Equivalent Loading in Multi-Dimensional TransmissionJohn M. Cioffi0Peter S. Chow1Kenneth J. Kerpez2ASSIA Inc., Redwood City, CA, USAASSIA Inc., Redwood City, CA, USAASSIA Inc., Redwood City, CA, USALoading methods for wireline and wireless transmission systems are explained and reviewed to allow examination of fundamental equivalences between approaches to optimum transmission with linear cross-dimensional interference. Shannon's famous water-filling method is then re-interpreted by examining the difference between mutual information and the constellation size used on each tone. Results reinforce that highest performance in all methods retains use of Shannon's water-filling. However, results also find that a constant-size constellation on all energized water-filling dimensions, when used with a good code and an appropriate joint maximum-likelihood decoder, is sufficient to approximate this highest performance. This means that tone-dependent constellation variation is not necessary, which increases receiver complexity but reduces the need for channel-state feedback. This then leads to some adaptive MCS (modulation and coding scheme) equivalent loading methods that can be applied generally to wireline and wireless transmission.https://ieeexplore.ieee.org/document/9097237/Adaptive modulationcoded modulationdiscrete multitone (DMT)modulation and coding scheme (MCS)orthogonal frequency-division multiplexing (OFDM)
collection DOAJ
language English
format Article
sources DOAJ
author John M. Cioffi
Peter S. Chow
Kenneth J. Kerpez
spellingShingle John M. Cioffi
Peter S. Chow
Kenneth J. Kerpez
Optimum Equivalent Loading in Multi-Dimensional Transmission
IEEE Open Journal of the Communications Society
Adaptive modulation
coded modulation
discrete multitone (DMT)
modulation and coding scheme (MCS)
orthogonal frequency-division multiplexing (OFDM)
author_facet John M. Cioffi
Peter S. Chow
Kenneth J. Kerpez
author_sort John M. Cioffi
title Optimum Equivalent Loading in Multi-Dimensional Transmission
title_short Optimum Equivalent Loading in Multi-Dimensional Transmission
title_full Optimum Equivalent Loading in Multi-Dimensional Transmission
title_fullStr Optimum Equivalent Loading in Multi-Dimensional Transmission
title_full_unstemmed Optimum Equivalent Loading in Multi-Dimensional Transmission
title_sort optimum equivalent loading in multi-dimensional transmission
publisher IEEE
series IEEE Open Journal of the Communications Society
issn 2644-125X
publishDate 2020-01-01
description Loading methods for wireline and wireless transmission systems are explained and reviewed to allow examination of fundamental equivalences between approaches to optimum transmission with linear cross-dimensional interference. Shannon's famous water-filling method is then re-interpreted by examining the difference between mutual information and the constellation size used on each tone. Results reinforce that highest performance in all methods retains use of Shannon's water-filling. However, results also find that a constant-size constellation on all energized water-filling dimensions, when used with a good code and an appropriate joint maximum-likelihood decoder, is sufficient to approximate this highest performance. This means that tone-dependent constellation variation is not necessary, which increases receiver complexity but reduces the need for channel-state feedback. This then leads to some adaptive MCS (modulation and coding scheme) equivalent loading methods that can be applied generally to wireline and wireless transmission.
topic Adaptive modulation
coded modulation
discrete multitone (DMT)
modulation and coding scheme (MCS)
orthogonal frequency-division multiplexing (OFDM)
url https://ieeexplore.ieee.org/document/9097237/
work_keys_str_mv AT johnmcioffi optimumequivalentloadinginmultidimensionaltransmission
AT peterschow optimumequivalentloadinginmultidimensionaltransmission
AT kennethjkerpez optimumequivalentloadinginmultidimensionaltransmission
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