Add to ORKGWe describe a simple method to construct many different linear codes arising from caps in a projective space whose automorphism group is known in advance. This procedure begins with a fairly small point set in an appropriate finite projective space
AbstractThe aim of this paper is to make sense of Hamada's formula for the dimension of the code gen...
AbstractIn this paper, we study the p-ary linear code Ck(n,q), q=ph, p prime, h⩾1, generated by the ...
In this paper, we consider new results on (k, n)-caps with n > 2. We provide a lower bound on the si...
We describe a simple method to construct many different linear codes arising from caps in a projecti...
AbstractApplying the Gale transform on certain linear and non-linear geometrical objects, and studyi...
Applying the Gale transform on certain linear and non-linear geometrical objects, and studying the o...
A linear [n, k]-code C is a k-dimensional subspace of V (n, q), where V (n, q) denotes the n-dimensi...
A linear [n, k]-code C is a k-dimensional subspace of V (n, q), where V (n, q) denotes the n-dimensi...
AbstractThe aim of this paper is to survey relationships between linear block codes over finite fiel...
The paper gives a matrix-free presentation of the correspondence between full-length linear codes an...
We discuss the class of projective systems whose supports are the complement of the union of two lin...
AbstractIn this work, we consider a classification of infinite families of linear codes which achiev...
AbstractCaps in a finite projective geometry over GF(4) are used for the construction of some quantu...
In 1978 R. Hill introduced a construction of linear codes arising from caps called cap-codes. Cap-co...
In this paper we investigate linear error correcting codes and projective caps related to the Gras...
AbstractThe aim of this paper is to make sense of Hamada's formula for the dimension of the code gen...
AbstractIn this paper, we study the p-ary linear code Ck(n,q), q=ph, p prime, h⩾1, generated by the ...
In this paper, we consider new results on (k, n)-caps with n > 2. We provide a lower bound on the si...
We describe a simple method to construct many different linear codes arising from caps in a projecti...
AbstractApplying the Gale transform on certain linear and non-linear geometrical objects, and studyi...
Applying the Gale transform on certain linear and non-linear geometrical objects, and studying the o...
A linear [n, k]-code C is a k-dimensional subspace of V (n, q), where V (n, q) denotes the n-dimensi...
A linear [n, k]-code C is a k-dimensional subspace of V (n, q), where V (n, q) denotes the n-dimensi...
AbstractThe aim of this paper is to survey relationships between linear block codes over finite fiel...
The paper gives a matrix-free presentation of the correspondence between full-length linear codes an...
We discuss the class of projective systems whose supports are the complement of the union of two lin...
AbstractIn this work, we consider a classification of infinite families of linear codes which achiev...
AbstractCaps in a finite projective geometry over GF(4) are used for the construction of some quantu...
In 1978 R. Hill introduced a construction of linear codes arising from caps called cap-codes. Cap-co...
In this paper we investigate linear error correcting codes and projective caps related to the Gras...
AbstractThe aim of this paper is to make sense of Hamada's formula for the dimension of the code gen...
AbstractIn this paper, we study the p-ary linear code Ck(n,q), q=ph, p prime, h⩾1, generated by the ...
In this paper, we consider new results on (k, n)-caps with n > 2. We provide a lower bound on the si...