Nov 28, 2017 · Abstract:In this paper we construct functional codes from Denniston maximal arcs. For q=2^{4n+2} we obtain linear codes with parameters ...

Jul 5, 2018 · In this paper we construct functional codes from Denniston maximal arcs. For q = 2 4 ℓ + 2 we obtain linear codes with parameters [ ( q − 1 ) ...

Nov 28, 2017 · Linear codes from Denniston maximal arcs ... functional linear codes from Denniston maximal arcs having better parameters than those listed in.

Dec 1, 2017 · In this paper we construct functional codes from Denniston maximal arcs. For q=24ℓ+2\documentclass[12pt]{minimal} \usepackage{amsmath} ...

Apr 1, 2019 · In this paper we construct functional codes from Denniston maximal arcs. For q = 2 4 ℓ + 2 q=24ℓ+2 we obtain linear codes with parameters ...

We will use the Denniston arc codes to construct a class of distance-optimal binary codes in Section III. D. Linear Codes From Maximal Arcs in PG(r, GF(q)). An ...

In this paper we construct functional codes from Denniston maximal arcs. For $$q=2^{4\ell +2}$$ we obtain linear codes with parameters $$[(\sqrt{q}-1)(q+1) ...

In this paper we construct functional codes from Denniston maximal arcs. For $q=2^{4n+2}$ we obtain linear codes with parameters $[(\sqrt{q}-1)(q+1),5,d]_q$ ...

Abstract. It is proved that for every d≥2 such that d−1 divides q−1 , where q is a power of 2, there exists a Denniston maximal arc A of degree d in PG(2,q) ...

to a code obtained from a cyclic Denniston maximal arc. Kanat Abdukhalikov. Linear codes from arcs and quadrics. Page 11. Cyclic codes and ovoids. In PG(n,q), n ...