On Euclidean self-dual extended split group codes
Split group codes are a generalization of an important class of cyclic codes called duadic codes. In this thesis, we characterize all Euclidean self-orthogonal group codes in F [G*], where F is a finite field and G* is the dual of a finite abelian group G. We also show that group codes in F [G*], wh...
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| Natura: | Tesi |
| Lingua: | English |
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