Sidon spaces have been introduced by Bachoc, Serra and Zémor in 2017 as ...
In this paper we extend the study of linear spaces of upper triangular
m...
The main purpose of this paper is to further study the structure, parame...
Let 𝒞⊆𝔽_q^m^n be an 𝔽_q^m-linear
non-degenerate rank metric code with di...
A subspace of matrices over 𝔽_q^e^m× n can be naturally
embedded as a su...
In this paper we introduce left ideal low-rank parity-check codes by usi...
Clubs of rank k are well-celebrated objects in finite geometries introdu...
The aim of this paper is to investigate the theory of subspace designs, ...
This paper presents encoding and decoding algorithms for several familie...
The tensor rank of some Gabidulin codes of small dimension is investigat...
We investigate two fundamental questions intersecting coding theory and
...
In this paper we consider two pointsets in PG(2,q^n) arising from
a line...
Sidon spaces have been introduced by Bachoc, Serra and Zémor in 2017 in
...
We provide a geometric characterization of k-dimensional
𝔽_q^m-linear su...
Scattered polynomials of a given index over finite fields are intriguing...
Maximum Hermitian rank metric codes were introduced by Schmidt in 2018 a...
In this paper we present an interpolation-based decoding algorithm to de...
In this paper we provide a large family of rank-metric codes, which cont...
Wachter-Zeh in [42], and later together with Raviv [31], proved that
Gab...
Linearized polynomials have attracted a lot of attention because of thei...
After a seminal paper by Shekeey (2016), a connection between maximum
h-...
Let f be the F_q-linear map over F_q^2n defined
by x x+ax^q^s+bx^q^n+s w...
In this article we present a class of codes with few weights arising fro...
The aim of this paper is to survey on the known results on maximum scatt...
We generalize the example of linear set presented by the last two author...
In [10], the existence of F_q-linear MRD-codes of
F_q^6× 6, with dimensi...
Let $k,n,m \in \mathbb{Z}^+$ integers such that $k\leq n \leq m$, let
$\...
For any admissible value of the parameters there exist Maximum Rank dist...