Add to ORKGIt is known the relationship between cyclic codes and invariant subspaces. In this work we present a general-ization considering “generalized ” cyclic codes and hy-perinvariant subspaces. Key words Cyclic codes, two-parametric quasi cyclic codes, hy-perinvariant subspaces.
AbstractThe class L0(H) of cyclic quasianalytic contractions was studied in Kérchy (2011) [12]. The ...
In the coding theory the description of linear cyclic codes in terms of commutative algebra is well ...
AbstractWe consider a q-ary quasi-cyclic code C of length mℓ and index ℓ, where both m and ℓ are rel...
It is known the relationship between cyclic codes and invariant subspaces. In this work we present a...
It is known the relationship between cyclic codes and invariant subspaces. In this work we present ...
It is known the relationship between cyclic codes and invariant subspaces. We present in this work s...
It is well known that cyclic codes are very useful because of their applications, since they are not...
It is well known that cyclic codes are very useful because of their applications, since they are not...
We consider a q-ary quasi-cyclic code C of length ml and index l, where both in and l are relatively...
An index ℓ, length mℓ quasi-cyclic code can be viewed as a cyclic code of length m over the field Fq...
A code is s-quasi-cyclic (s-QC) if there is an integer s such that cyclic shift of a codeword by s-p...
A code is s-quasi-cyclic (s-QC) if there is an integer s such that cyclic shift of a codeword by s-p...
International audiencePolycyclic codes are a powerful generalization of cyclic and constacyclic code...
A code is s-quasi-cyclic (s-QC) if there is an integer s such that cyclic shift of a codeword by s-p...
AbstractConstacyclic codes are generalizations of the familiar linear cyclic codes. In this paper co...
AbstractThe class L0(H) of cyclic quasianalytic contractions was studied in Kérchy (2011) [12]. The ...
In the coding theory the description of linear cyclic codes in terms of commutative algebra is well ...
AbstractWe consider a q-ary quasi-cyclic code C of length mℓ and index ℓ, where both m and ℓ are rel...
It is known the relationship between cyclic codes and invariant subspaces. In this work we present a...
It is known the relationship between cyclic codes and invariant subspaces. In this work we present ...
It is known the relationship between cyclic codes and invariant subspaces. We present in this work s...
It is well known that cyclic codes are very useful because of their applications, since they are not...
It is well known that cyclic codes are very useful because of their applications, since they are not...
We consider a q-ary quasi-cyclic code C of length ml and index l, where both in and l are relatively...
An index ℓ, length mℓ quasi-cyclic code can be viewed as a cyclic code of length m over the field Fq...
A code is s-quasi-cyclic (s-QC) if there is an integer s such that cyclic shift of a codeword by s-p...
A code is s-quasi-cyclic (s-QC) if there is an integer s such that cyclic shift of a codeword by s-p...
International audiencePolycyclic codes are a powerful generalization of cyclic and constacyclic code...
A code is s-quasi-cyclic (s-QC) if there is an integer s such that cyclic shift of a codeword by s-p...
AbstractConstacyclic codes are generalizations of the familiar linear cyclic codes. In this paper co...
AbstractThe class L0(H) of cyclic quasianalytic contractions was studied in Kérchy (2011) [12]. The ...
In the coding theory the description of linear cyclic codes in terms of commutative algebra is well ...
AbstractWe consider a q-ary quasi-cyclic code C of length mℓ and index ℓ, where both m and ℓ are rel...