## A relation between quasi-cyclic codes and 2-D cyclic codesGüneri, Cem and Özbudak, Ferruh (2012)
Official URL: http://dx.doi.org/10.1016/j.ffa.2011.07.004 ## AbstractWe consider a q-ary quasi-cyclic code C of length ml and index l, where both in and l are relatively prime to q. If the constituents of C are cyclic codes, we show that C can also be viewed as a 2-D cyclic code of size m x l over F(q). In case in and l are also coprime to each other, we easily observe that the code C must be equivalent to a cyclic code, which was proved earlier by Lim.
## Available Versions of this Item- A relation between quasi-cyclic codes and 2-D cyclic codes. (deposited 24 Nov 2010 22:53)
- A relation between quasi-cyclic codes and 2-D cyclic codes. (deposited 29 Dec 2011 22:39)
- A relation between quasi-cyclic codes and 2-D cyclic codes. (deposited 29 Mar 2012 12:12)
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- A relation between quasi-cyclic codes and 2-D cyclic codes. (deposited 29 Mar 2012 12:12)
- A relation between quasi-cyclic codes and 2-D cyclic codes. (deposited 29 Dec 2011 22:39)
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