A geometric characterization of the generators in a quadratic extension of a finite field
A geometric characterization of the generators in an extension of odd prime order of a finite field
An explicit description of the set of all normal bases generators of a finite field
Applications d'un corps fini dans lui-même
Corps fini ou champ de Galois
Cyclic Boolean algebras and Galois fields
Effektive Konstruktion der algebraischen Erweiterungen von GF (p) sowie der vollständigen Kreisteilungskörper.
Ein Beweis für die Existenz von Normalbasen in endlichen Körpern.
Eine zahlentheoretische Konstruktion der Galois-Felder GF(p2).
Einige Bemerkungen zum Beweis eines Satzes von J. H. Maclagan-Wedderburn.
Endlichkeitssätze über Ringe
Étude du problème du logarithme discret dans
Extension of semiclean rings
This paper aims at the study of the notions of periodic, UU and semiclean properties in various context of commutative rings such as trivial ring extensions, amalgamations and pullbacks. The results obtained provide new original classes of rings subject to various ring theoretic properties.
Kloosterman sums and primitive elements in Galois fields
On coset coverings of solutions of homogeneous cubic equations over finite fields.
On the arithmetic structure of Galois Domains
On the number of zero trace elements in polynomial bases for F2n.
Let Fq denote the finite field of q elements. O. Ahmadi and A. Menezes have recently considered the question about the possible number of elements with zero trace in polynomial bases of F2n over F2. Here we show that the Weil bound implies that there is such a basis with n + O(log n) zero-trace elements.
On the ranges of discrete exponentials.
On the structure of finite rings
Pairs of Bilinear and Quadratic Equations in a Finite Field.