New constructions of abelian non-cyclic orbit codes based on parabolic subgroups and tensor products

Orbit codes, as special constant dimension subspace codes, have attracted much attention due to their applications for error correction in random network coding. They arise as orbits of a subspace of Fqn under the action of some subgroup of the finite general linear group GLn(q). The main contributi...

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Vydané v:	Finite fields and their applications Ročník 103; s. 102587
Hlavní autori:	Askary, Soleyman, Biranvand, Nader, Shirjian, Farrokh
Médium:	Journal Article
Jazyk:	English
Vydavateľské údaje:	Elsevier Inc 01.03.2025
Predmet:	Abelian orbit code Algebraic coding theory Linear groups Random linear network coding Subspace code Algebraic coding theory Abelian orbit code Subspace code Linear groups Random linear network coding primary
ISSN:	1071-5797
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