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
The extension E of degree n over the Galois field F = GF(q) is called regular over F, if ord_r(q) an...
The extension E of degree n over the Galois field F = GF(q) is called regular over F, if ord_r(q) an...
We give several generalizations of the normal basis and primitive element theorems for a finite Galo...
We continue to study the existence of (norm- and) trace-compatible sequences of primitive normal bas...
AbstractWe continue to study the existence of (norm- and) trace-compatible sequences of primitive no...
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...
AbstractGiven an extension E/F of Galois fields and an intermediate field K, we consider the problem...
Let E be a finite degree extension over a finite field F = GF(q), G the Galois group of E over F and...
Let E be a finite degree extension over a finite field F = GF(q), G the Galois group of E over F and...
Dedicated to Heinz Lüneburg on the occasion of his 65th birthday. The Fifth International Conference...
Dedicated to Heinz Lüneburg on the occasion of his 65th birthday. The Fifth International Conference...
The extension E of degree n over the Galois field F = GF(q) is called regular over F, if ord_r(q) an...
The extension E of degree n over the Galois field F = GF(q) is called regular over F, if ord_r(q) an...
We give several generalizations of the normal basis and primitive element theorems for a finite Galo...
We continue to study the existence of (norm- and) trace-compatible sequences of primitive normal bas...
AbstractWe continue to study the existence of (norm- and) trace-compatible sequences of primitive no...
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...
AbstractGiven an extension E/F of Galois fields and an intermediate field K, we consider the problem...
Let E be a finite degree extension over a finite field F = GF(q), G the Galois group of E over F and...
Let E be a finite degree extension over a finite field F = GF(q), G the Galois group of E over F and...
Dedicated to Heinz Lüneburg on the occasion of his 65th birthday. The Fifth International Conference...
Dedicated to Heinz Lüneburg on the occasion of his 65th birthday. The Fifth International Conference...
The extension E of degree n over the Galois field F = GF(q) is called regular over F, if ord_r(q) an...
The extension E of degree n over the Galois field F = GF(q) is called regular over F, if ord_r(q) an...
We give several generalizations of the normal basis and primitive element theorems for a finite Galo...