Sparse Linear Precoders For Mitigating Nonlinearities In Massive MIMO
Dealing with nonlinear effects of the radio-frequency (RF) chain is a key issue in the realization of very large-scale multi-antenna (MIMO) systems. Achieving the remarkable gains possible with massive MIMO requires that the signal processing algorithms systematically take into account these effects...
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| Vydáno v: | IEEE Statistical Signal Processing Workshop s. 391 - 395 |
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| Jazyk: | angličtina |
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11.07.2021
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| ISSN: | 2693-3551 |
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| Abstract | Dealing with nonlinear effects of the radio-frequency (RF) chain is a key issue in the realization of very large-scale multi-antenna (MIMO) systems. Achieving the remarkable gains possible with massive MIMO requires that the signal processing algorithms systematically take into account these effects. Here, we present a computationally-efficient linear precoding method satisfying the requirements for low peak-to-average power ratio (PAPR) and low-resolution D/Aconverters (DACs). The method is based on a sparse regularization of the precoding matrix and offers advantages in terms of precoded signal PAPR as well as processing complexity. Through simulation, we find that the method substantially improves conventional linear precoders. |
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| AbstractList | Dealing with nonlinear effects of the radio-frequency (RF) chain is a key issue in the realization of very large-scale multi-antenna (MIMO) systems. Achieving the remarkable gains possible with massive MIMO requires that the signal processing algorithms systematically take into account these effects. Here, we present a computationally-efficient linear precoding method satisfying the requirements for low peak-to-average power ratio (PAPR) and low-resolution D/Aconverters (DACs). The method is based on a sparse regularization of the precoding matrix and offers advantages in terms of precoded signal PAPR as well as processing complexity. Through simulation, we find that the method substantially improves conventional linear precoders. |
| Author | Plabst, Daniel Swindlehurst, Lee A. Mezghani, Amine Fijalkow, Inbar Nossek, Josef A. |
| Author_xml | – sequence: 1 givenname: Amine surname: Mezghani fullname: Mezghani, Amine organization: University of Manitoba,MB,Canada – sequence: 2 givenname: Daniel surname: Plabst fullname: Plabst, Daniel organization: Technische Universität München,Germany – sequence: 3 givenname: Lee A. surname: Swindlehurst fullname: Swindlehurst, Lee A. organization: University of California,Irvine,CA,USA – sequence: 4 givenname: Inbar surname: Fijalkow fullname: Fijalkow, Inbar organization: CY Cergy Paris Univ, ENSEA, CNRS,ETIS,Paris,France – sequence: 5 givenname: Josef A. surname: Nossek fullname: Nossek, Josef A. organization: Technische Universität München,Germany |
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| Snippet | Dealing with nonlinear effects of the radio-frequency (RF) chain is a key issue in the realization of very large-scale multi-antenna (MIMO) systems. Achieving... |
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| StartPage | 391 |
| SubjectTerms | Complexity theory Massive MIMO Peak to average power ratio Phase shift keying Precoding Radio frequency Signal processing algorithms |
| Title | Sparse Linear Precoders For Mitigating Nonlinearities In Massive MIMO |
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