Publication: List decoding of convolutional codes over integer residue rings
List decoding of convolutional codes over integer residue rings
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Lieb, J., Napp, D., & Pinto, R. (2021). List decoding of convolutional codes over integer residue rings. Finite Fields and Their Applications, 72, 101815. https://doi.org/10.1016/j.ffa.2021.101815
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A convolutional code Cover Zpr[D]is a Zpr[D]-submodule of Znpr[D]where Zpr[D] stands for the ring of polynomials with coefficients in Zpr. In this paper, we study the list decoding problem of these codes when the transmission is performed over an erasure channel, that is, we study how much information one can recover from a codeword w∈Cwhen some of its coefficients have been erased. We do that using the p-adic expansion of wand particular representations of the parity-check polynomial matrix of the code. Fr o m these matrix polynomia
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Lieb, J., Napp, D., & Pinto, R. (2021). List decoding of convolutional codes over integer residue rings. Finite Fields and Their Applications, 72, 101815. https://doi.org/10.1016/j.ffa.2021.101815