Multilevel Codes in Lattice-Reduction-Aided Equalization

Fischer RF, Huber J, Stern S, Guter P (2018)


Publication Language: English

Publication Type: Conference contribution, Conference Contribution

Publication year: 2018

Publisher: ETH Zurich

Series: International Zurich Seminar on Information and Communication (IZS 2018). Proceedings

Pages Range: 133 - 137

Conference Proceedings Title: International Zurich Seminar on Information and Communication (IZS 2018), Zurich, Switzerland,

Event location: Zürich CH

URI: https://www.research-collection.ethz.ch/bitstream/handle/20.500.11850/245081/IZS_2018133-137.pdf

DOI: 10.3929/ethz-b-000245081

Abstract

The application of multilevel codes in lattice-reduction-aided equalization is considered, i.e., the decoding of multilevel codes when (Gaussian) integer linear combinations of the codewords in signal space are present. Typically, multilevel codes do not generate lattice codes, hence arbitrary integer linear combinations are not directly decodable. We show that this lattice property is not required, which relaxes the constraints
on the component codes significantly. A generalized version of multistage decoding which incorporates a “carry correction” is proposed; it circumvents the lattice property and any integer linear combinations are decodable. Numerical simulations are given to cover the performance of the proposed method.

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How to cite

APA:

Fischer, R.F., Huber, J., Stern, S., & Guter, P. (2018). Multilevel Codes in Lattice-Reduction-Aided Equalization. In Lapidoth Amos, Moser Stefan M. (Eds.), International Zurich Seminar on Information and Communication (IZS 2018), Zurich, Switzerland, (pp. 133 - 137). Zürich, CH: ETH Zurich.

MLA:

Fischer, Robert F.H., et al. "Multilevel Codes in Lattice-Reduction-Aided Equalization." Proceedings of the International Zurich Seminar on Information and Communication (IZS 2018), Zürich Ed. Lapidoth Amos, Moser Stefan M., ETH Zurich, 2018. 133 - 137.

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