Sep 24, 2024 · In this article, the notion of γ -dual codes over finite chain rings is introduced as an extension of dual codes over finite chain rings.
Oct 22, 2024 · In this article, the notion of γ-dual codes over finite chain rings is introduced as an extension of dual codes over finite chain rings.
In this article, the notion of γ -dual codes over finite chain rings is introduced as an extension of dual codes over finite chain rings.
In this article, the notion of γ-dual codes over finite chain rings is introduced as an extension of dual codes over finite chain rings.
Oct 6, 2017 · I have already known that this property holds for any finite quasi-Frobenius ring R and any submodule C⊆Rn. See, for example, [J.A. Wood.
Missing: γ- Chain
γ(G) operates on V2. Updated construction algorithm. Construct exactly one representative of each orbit under the action of γ(G) on V2 ...
The mapping γ : G × G −→ U(R) is called twisting and there are many different possibilities for RγG depending on the choice of the twisting.
In this paper, we investigate the same problem but over a more general ring family, finite commutative chain rings.
Many kinds of codes which possess two cycle structures over two special finite commutative chain rings, such as ${\mathbb {Z}}_{2}{\mathbb {Z}}_{4}$
A commutative ring is called a chain ring if the lattice of all its ideals is a chain. It is well known that if R is a finite chain ring, then R is a principal ...