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Minimal trellis modules and equivalent convolutional codesTANG, Hung-Hua; LIN, Mao-Chao; UCHOA FILHO, Bartolomeu F et al.IEEE transactions on information theory. 2006, Vol 52, Num 8, pp 3738-3746, issn 0018-9448, 9 p.Article

On (n, n — 1) Punctured Convolutional Codes and Their Trellis ModulesKATSIOTIS, Alexandros; KALOUPTSIDIS, Nicholas.IEEE transactions on communications. 2011, Vol 59, Num 5, pp 1213-1217, issn 0090-6778, 5 p.Article

The art of trellis decoding is computationally hard : for large fieldsJAIN, K; MANDOIU, I; VAZIRANI, V. V et al.IEEE international symposium on information theory. 1998, isbn 0-7803-5000-6, p. 13Conference Paper

On the relative profiles of a linear code and a subcodeZHUOJUN ZHUANG; BIN DAI; YUAN LUO et al.Designs, codes and cryptography. 2014, Vol 72, Num 2, pp 219-247, issn 0925-1022, 29 p.Article

MATROID PATHWIDTH AND CODE TRELLIS COMPLEXITYKASHYAP, Navin.SIAM journal on discrete mathematics (Print). 2009, Vol 22, Num 1, pp 256-272, issn 0895-4801, 17 p.Article

Flexible Convolutional Codes: Variable Rate and ComplexityKATSIOTIS, Alexandros; RIZOMILIOTIS, Panagiotis; KALOUPTSIDIS, Nicholas et al.IEEE transactions on communications. 2012, Vol 60, Num 3, pp 608-613, issn 0090-6778, 6 p.Article

Trellis complexity of short linear codesBOCHAROVA, Irina E; JOHANNESSON, Rolf; KUDRYASHOV, Boris D et al.IEEE transactions on information theory. 2007, Vol 53, Num 1, pp 361-368, issn 0018-9448, 8 p.Article

Code constructions and existence bounds for relative generalized Hamming weightZHUOJUN ZHUANG; YUAN LUO; BIN DAI et al.Designs, codes and cryptography. 2013, Vol 69, Num 3, pp 275-297, issn 0925-1022, 23 p.Article

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