Blind Identification of Out-of-Cell Users in DS-CDMA

<p/> <p>In the context of multiuser detection for the DS-CDMA uplink, out-of-cell interference is usually treated as Gaussian noise, possibly mitigated by overlaying a long random cell code on top of symbol spreading. Different cells use statistically independent long codes, thereby prov...

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Main Authors: Jiang Tao, Sidiropoulos Nicholas D
Format: Article
Language:English
Published: SpringerOpen 2004-01-01
Series:EURASIP Journal on Advances in Signal Processing
Subjects:
Online Access:http://dx.doi.org/10.1155/S1110865704312175
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spelling doaj-e869652d6ba1439f81186a330ced648c2020-11-25T01:31:50ZengSpringerOpenEURASIP Journal on Advances in Signal Processing1687-61721687-61802004-01-0120049792048Blind Identification of Out-of-Cell Users in DS-CDMAJiang TaoSidiropoulos Nicholas D<p/> <p>In the context of multiuser detection for the DS-CDMA uplink, out-of-cell interference is usually treated as Gaussian noise, possibly mitigated by overlaying a long random cell code on top of symbol spreading. Different cells use statistically independent long codes, thereby providing means for statistical out-of-cell interference suppression. When the total number of (in-cell plus out-of-cell) users is less than the spreading gain, subspace identification techniques are applicable. If the base station is equipped with multiple antennas, then completely blind identification is possible via three-dimensional low-rank decomposition. This works with more users than spreading and antennas, but a purely algebraic solution is missing. In this paper, we develop an algebraic solution under the premise that the codes of the in-cell users are known. The codes of out-of-cell users and all array steering vectors are unknown. In this pragmatic scenario, we show that in addition to algebraic solution, better identifiability is possible. Our approach yields the best known identifiability result for three-dimensional low-rank decomposition when one of the three component matrices is partially known, albeit noninvertible. Simulations show that the proposed identification algorithm remains close to the pertinent asymptotic (symbol-independent) Cram&#233;r-Rao bound, which is also derived herein.</p>http://dx.doi.org/10.1155/S1110865704312175cellular systemssmart antennasinterference mitigation
collection DOAJ
language English
format Article
sources DOAJ
author Jiang Tao
Sidiropoulos Nicholas D
spellingShingle Jiang Tao
Sidiropoulos Nicholas D
Blind Identification of Out-of-Cell Users in DS-CDMA
EURASIP Journal on Advances in Signal Processing
cellular systems
smart antennas
interference mitigation
author_facet Jiang Tao
Sidiropoulos Nicholas D
author_sort Jiang Tao
title Blind Identification of Out-of-Cell Users in DS-CDMA
title_short Blind Identification of Out-of-Cell Users in DS-CDMA
title_full Blind Identification of Out-of-Cell Users in DS-CDMA
title_fullStr Blind Identification of Out-of-Cell Users in DS-CDMA
title_full_unstemmed Blind Identification of Out-of-Cell Users in DS-CDMA
title_sort blind identification of out-of-cell users in ds-cdma
publisher SpringerOpen
series EURASIP Journal on Advances in Signal Processing
issn 1687-6172
1687-6180
publishDate 2004-01-01
description <p/> <p>In the context of multiuser detection for the DS-CDMA uplink, out-of-cell interference is usually treated as Gaussian noise, possibly mitigated by overlaying a long random cell code on top of symbol spreading. Different cells use statistically independent long codes, thereby providing means for statistical out-of-cell interference suppression. When the total number of (in-cell plus out-of-cell) users is less than the spreading gain, subspace identification techniques are applicable. If the base station is equipped with multiple antennas, then completely blind identification is possible via three-dimensional low-rank decomposition. This works with more users than spreading and antennas, but a purely algebraic solution is missing. In this paper, we develop an algebraic solution under the premise that the codes of the in-cell users are known. The codes of out-of-cell users and all array steering vectors are unknown. In this pragmatic scenario, we show that in addition to algebraic solution, better identifiability is possible. Our approach yields the best known identifiability result for three-dimensional low-rank decomposition when one of the three component matrices is partially known, albeit noninvertible. Simulations show that the proposed identification algorithm remains close to the pertinent asymptotic (symbol-independent) Cram&#233;r-Rao bound, which is also derived herein.</p>
topic cellular systems
smart antennas
interference mitigation
url http://dx.doi.org/10.1155/S1110865704312175
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