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Simplified recursion units for Max-Log-MAP: New trade-offs through variants of Local-SOVA.

, , , and . ISTC, page 1-5. IEEE, (2021)

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Study of non-binary turbo codes for future communication and broadcasting systems. (Etude de turbocodes non binaires pour les futurs systèmes de communication et de diffusion).. IMT Atlantique, France, (2019)Improved Non-Uniform Constellations for Non-Binary Codes Through Deep Reinforcement Learning., , and . SPAWC, page 1-5. IEEE, (2022)Advanced Hardware Architectures for Turbo Code Decoding Beyond 100 Gb/s., , , , and . WCNC, page 1-6. IEEE, (2020)Union Bound Evaluation for Non-Binary Turbo Coded Modulations., , , and . IEEE Communications Letters, 24 (6): 1178-1182 (2020)Simplified recursion units for Max-Log-MAP: New trade-offs through variants of Local-SOVA., , , and . ISTC, page 1-5. IEEE, (2021)Mitigating Blind Detection Through Protograph Based Interleaving for Turbo Codes., , and . MILCOM, page 7-12. IEEE, (2021)Fully Pipelined Iteration Unrolled Decoders the Road to TB/S Turbo Decoding., , , , and . ICASSP, page 5115-5119. IEEE, (2020)Low-complexity Computational Units for the Local-SOVA Decoding Algorithm., , , , and . PIMRC, page 1-6. IEEE, (2020)Low-complexity decoders for non-binary turbo codes., , , and . ISTC, page 1-5. IEEE, (2018)Low Complexity Non-binary Turbo Decoding based on the Local-SOVA Algorithm., , , , and . ISTC, page 1-5. IEEE, (2021)