… codes as block codes and orbit codes as constant dimension codes. Moreover, we continue
the work of [28]. We describe cyclic … we can construct optimal codes with minimum distance …

… The motivation of this paper is to explore ways to construct new orbit codes from some known
ones. Firstly, we introduce the sum operation, intersection operation and union operation …

… construction on F q 2 k of full flag codes having maximum distance (optimum distance full flag
codes) that can be endowed with an orbital … More precisely, starting from a subspace code …

… orbit code Abelian orbit code. In this paper we present a construction of an Abelian non-cyclic
orbit code … Our code is a partial spread and consequently its minimum subspace distance …

… a construction that allows us to link cyclic orbit codes leading to … the linkage construction to
cyclic orbit codes results in a code whose … cardinality of a cyclic orbit code of the same length. …

… how to construct unitary orbit codes which arise as an orbit of a … In this paper, we firstly
construct a cyclic unitary group of … we mainly give a construction of cyclic orbit codes based on n…

… orbit codes a new class of codes for random network coding. These codes can be described
as the discrete orbit … algebraic construction of constant dimension codes can be seen as …

… We construct an “orbital Tutte polynomial” associated with a … , the orbital Tutte polynomial
specialises to count orbits of G on … of a linear code over GF ( q ) , the orbital Tutte polynomial …

… Orbit codes can be classified according to the groups used to construct the orbit. In this work
we characterize orbit codes generated by irreducible cyclic subgroups of the general linear …

… orbital structure whereas in [2] an orbital construction of them … cyclic flag codes as the
cyclic orbit codes generated by … Despite the fact that these codes have the minimum possible …