Let be a prime power and be an integer with. The-Galois hull of classical linear codes is a
generalization of the Euclidean hull and Hermitian hull. We provide a necessary and …

New stabilizer codes with parameters better than the ones available in the literature are
provided in this work, in particular quantum codes with parameters 127, 63, ≥ 12 _2 127 …

Let SLAut (F qn) denote the group of all semilinear isometries on F qn, where q= pe is a
prime power. In this paper, we investigate some general properties of linear codes …

Self-orthogonal J-affine variety codes have been successfully used to obtain quantum
stabilizer codes with excellent parameters. In a previous paper we gave formulae for the …

Matrix-product (MP) codes are a type of long codes formed by combining several
commensurate constituent codes with a defining matrix. In this paper, we study the MP code …

LCD codes are linear codes with important cryptographic applications. Recently, a method
has been presented to transform any linear code into an LCD code with the same …

Entanglement-assisted quantum codes are studied from classical matrix-product codes point
of view. Four methods to construct Entanglement-assisted quantum codes from matrix …

It is well-known that it is an important task to construct quantum codes with good parameters.
In this paper, we first give the definition of the Euclidean sums of classical codes, and prove …

Quantum error-correcting codes are studied from classical matrix product codes point of
view. Two methods to construct quantum codes from matrix product codes are provided …

We derive a general lower bound for the generalized Hamming weights of nested matrix-
product codes, with a particular emphasis on the cases with two and three constituent codes …