Wideband digital predistortion via synergistic bias extension and nonlinear feature clustering

This study proposes a new biased extended memory polynomial model and a new clustering enhanced recursive least squares algorithm, which jointly innovate the digital pre-distortion algorithm. Compared with the conventional digital pre-distortion algorithm, it has higher accuracy without increasing complexity. The proposed biased extended memory polynomial model introduces a constant term to explain the DC offset and system error, and shows special effectiveness under low amplitude excitation. At the same time, the clustering enhanced recursive least squares algorithm uses K-means clustering to partition the nonlinear feature space, thereby realizing coefficient propagation between clusters, realizing local parameter updates, and significantly accelerating the convergence speed, improving convergence stability and accuracy.

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Publication Details

Journal
Journal of Computational Methods in Sciences and Engineering
Published
2025-09-23
DOI
https://doi.org/10.1177/14727978251380817
Primary Topic
Advanced Power Amplifier Design
Type
article
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article

Wideband digital predistortion via synergistic bias extension and nonlinear feature clustering

Yi Liang
Journal of Computational Methods in Sciences and Engineering
Advanced Power Amplifier Design
article

Wideband digital predistortion via synergistic bias extension and nonlinear feature clustering

Yi Liang
article en

Abstract

This study proposes a new biased extended memory polynomial model and a new clustering enhanced recursive least squares algorithm, which jointly innovate the digital pre-distortion algorithm. Compared with the conventional digital pre-distortion algorithm, it has higher accuracy without increasing complexity. The proposed biased extended memory polynomial model introduces a constant term to explain the DC offset and system error, and shows special effectiveness under low amplitude excitation. At the same time, the clustering enhanced recursive least squares algorithm uses K-means clustering to partition the nonlinear feature space, thereby realizing coefficient propagation between clusters, realizing local parameter updates, and significantly accelerating the convergence speed, improving convergence stability and accuracy.

Journal of Computational Methods in Sciences and Engineering
Tiangong University (CN)
Openalex Percentile: Top 74%
Advanced Power Amplifier Design
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