AbstractWe continue to study the existence of (norm- and) trace-compatible sequences of primitive normal bases for prime power extensions of finite fields, introduced by the author in Hachenberger (Finite Fields Appl. 5 (1999) 378–385; in: D. Jungnickel, H. Niederreiter (Eds.), Proceedings of the Fifth International Conference on Finite Fields and Applications, Augsburg, August 1999, Springer, Heidelberg, 2001, pp. 208–223), and improve on some aspects of these papers
Let E be a finite degree extension over a finite field F = GF(q), G the Galois group of E over F and...
AbstractWe continue the work of the previous paper (Hachenberger,Finite Fields Appl., in press), and...
AbstractWith one non-trivial exception, GF(qn) contains a primitive element of arbitrary trace over ...
AbstractWe continue to study the existence of (norm- and) trace-compatible sequences of primitive no...
We continue to study the existence of (norm- and) trace-compatible sequences of primitive normal bas...
AbstractGiven an extension E/F of Galois fields and an intermediate field K, we consider the problem...
The key result linking the additive and multiplicative structure of a finite field is the Primitive ...
AbstractGiven the extension E/F of Galois fields, where F=GF(q) and E=GF(qn), we prove that, for any...
The key result linking the additive and multiplicative structure of a finite field is the Primitive ...
In their recent article Chang et al. [Chang, Y., Troung, T. K., Reed, I. S. (2001). Normal bases ove...
In their recent article Chang et al. [Chang, Y., Troung, T. K., Reed, I. S. (2001). Normal bases ove...
Given an extension E/F of Galois fields and an intermediate field K, we consider the problem whether...
Given an extension E/F of Galois fields and an intermediate field K, we consider the problem whether...
AbstractGiven an extension E/F of Galois fields and an intermediate field K, we consider the problem...
The existence of a primitive free (normal) cubic x3 - ax2 + cx - b over a finite field F with arbitr...
Let E be a finite degree extension over a finite field F = GF(q), G the Galois group of E over F and...
AbstractWe continue the work of the previous paper (Hachenberger,Finite Fields Appl., in press), and...
AbstractWith one non-trivial exception, GF(qn) contains a primitive element of arbitrary trace over ...
AbstractWe continue to study the existence of (norm- and) trace-compatible sequences of primitive no...
We continue to study the existence of (norm- and) trace-compatible sequences of primitive normal bas...
AbstractGiven an extension E/F of Galois fields and an intermediate field K, we consider the problem...
The key result linking the additive and multiplicative structure of a finite field is the Primitive ...
AbstractGiven the extension E/F of Galois fields, where F=GF(q) and E=GF(qn), we prove that, for any...
The key result linking the additive and multiplicative structure of a finite field is the Primitive ...
In their recent article Chang et al. [Chang, Y., Troung, T. K., Reed, I. S. (2001). Normal bases ove...
In their recent article Chang et al. [Chang, Y., Troung, T. K., Reed, I. S. (2001). Normal bases ove...
Given an extension E/F of Galois fields and an intermediate field K, we consider the problem whether...
Given an extension E/F of Galois fields and an intermediate field K, we consider the problem whether...
AbstractGiven an extension E/F of Galois fields and an intermediate field K, we consider the problem...
The existence of a primitive free (normal) cubic x3 - ax2 + cx - b over a finite field F with arbitr...
Let E be a finite degree extension over a finite field F = GF(q), G the Galois group of E over F and...
AbstractWe continue the work of the previous paper (Hachenberger,Finite Fields Appl., in press), and...
AbstractWith one non-trivial exception, GF(qn) contains a primitive element of arbitrary trace over ...