Reed--Muller Codes Achieve the Symmetric Capacity on Finite-State Channels
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, Preprint
Pfister, HD; Kashyap, N; Chamberland, J-F; Reeves, G
April 16, 2026
Duke Scholars
Publication Date
April 16, 2026
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Pfister, H. D., Kashyap, N., Chamberland, J.-F., & Reeves, G. (2026). Reed--Muller Codes Achieve the Symmetric Capacity on Finite-State Channels.
Pfister, Henry D., Navin Kashyap, Jean-Francois Chamberland, and Galen Reeves. “Reed--Muller Codes Achieve the Symmetric Capacity on Finite-State Channels,” April 16, 2026.
Pfister HD, Kashyap N, Chamberland J-F, Reeves G. Reed--Muller Codes Achieve the Symmetric Capacity on Finite-State Channels. 2026.
Pfister, Henry D., et al. Reed--Muller Codes Achieve the Symmetric Capacity on Finite-State Channels. 16 Apr. 2026.
Pfister HD, Kashyap N, Chamberland J-F, Reeves G. Reed--Muller Codes Achieve the Symmetric Capacity on Finite-State Channels. 2026.
Publication Date
April 16, 2026