[1] C. Bachoc. Application of coding theory to the construction of modular lattices, Journal of
Combinatorial Theory Series:A, 78, 92–119. 1997.
[2] A. Batoul, K. Guenda and T.A. Gulliver. On Isodual Cyclic Codes over Finite Fields and Finite
Chain Rings: Monomial Equivalence, arXiv:1303.1870v1, 2013.
[3] M. Grassl. Bounds on the minimum distance of linear and quantum codes, Online available
at: www.codetables.de (accessed on 29.04.2014).
[4] S. Han and J-L. Kim. The non-existence of near extremal formally self-dual codes, Designs,
Codes and Cryptography, 51, 69-77. 2009.
[5] W. C. Huffman and V. Pless. Fundamentals of Error-Correcting Codes, Cambridge University
Press, New York, NY, 2003.
[6] Y. Jia, S. Ling and C. Xing. On Self-dual cyclic codes over finite fields, IEEE Transactions on
Information Theory, 57(4), 2243–2251. 2011.
REFERENCES 80
[7] S. Karadeniz, S. T. Dougherty and B. Yildiz. Constructing Formally Self-dual codes over Rk,
Discrete Applied Mathematics, 167(1), 188-196. 2014.
[8] J-L. Kim, V. Pless. A note on formally self-dual even codes of length divisible by 8, Finite
Fields and Applications, 13(2), 224–229. 2007.
[9] P. Langevin. Duadic Z
4-Codes, Finite Fields and Applications, 6, 309–326. 2000.
[10] J S. Leon, J. M. Masley and V. Pless. Duadic codes, IEEE Transactions on Information
Theory, 30, 709–714. 1984.
[11] S. Ling and P. Solé. Duadic Codes over F2 +uF2, Applicable Algebra in Engineering, Communication
and Computing, 12(5), 365–379. 2001.
[12] J. J. Rushanan. Duadic codes and difference sets, Journal of Combinatorial Theory Series:
A, 57, 254–261. 1991
[13] N. J. A. Sloane and J. G. Thompson. Cyclic self-dual codes, IEEE Transactions on Information
Theory, 29, 364–366. 1983.
[14] M. H. M. Smid. Duadic codes, IEEE Transactions on Information Theory, 33(3), 432–433.
1987.
[15] J. Wood. Duality for modules over finite rings and applications to coding theory, American
Journal of Mathematics, 121, 555–575. 1999.
[16] S. X. Zhu and L. Wang. A class of constacyclic codes over F
p + vF
p and its Gray image,
Discrete Mathematics, 311, 2677–2682. 2011.
[17] S. X. Zhu, Y. Wang and M. J. Shi. Some results on cyclic codes over F
2 + vF
2, IEEE Transactions
on Information Theory, 56(4), 1680–1684. 2010.
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