## Hasse-Weil bound for additive cyclic codesGüneri, Cem and Özbudak, Ferruh and Özdemir, Funda (2017)
Official URL: http://dx.doi.org/10.1007/s10623-016-0198-3 ## AbstractWe obtain a bound on the minimum distance of additive cyclic codes via number of rational points on certain algebraic curves over nite elds. This is an extension of the analogous bound in the case of classical cyclic codes. Our result is the only general bound on such codes aside from Bierbrauer's BCH bound. We compare our bounds'performance against the BCH bound for additive cyclic codes and provide examples where it yields better results.
## Available Versions of this Item- Hasse-Weil bound for additive cyclic codes. (deposited 18 Dec 2015 14:42)
- Hasse-Weil bound for additive cyclic codes. (deposited 10 Nov 2016 10:23)
- Hasse-Weil bound for additive cyclic codes. (deposited 17 Aug 2017 15:38)
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- Hasse-Weil bound for additive cyclic codes. (deposited 17 Aug 2017 15:38)
- Hasse-Weil bound for additive cyclic codes. (deposited 10 Nov 2016 10:23)
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