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On the autotopism group of the Cordero-Figueroa semifield of order 3⁶

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Meléndez W., Figueroa R., Delgado M.

Discussiones Mathematicae - General Algebra and Applications

2016

tom 36

nr 1

117-126

In [5] M. Biliotti, V. Jha and N. Johnson were able to completely determine the autotopism group of a generalized twisted field as a subgroup of ΓL(K) × ΓL(K), where K = GF(pⁿ) and ΓL(K) is the group of nonsingular semilinear transformations over K. In this article, we consider the Cordero-Figueroa semifield of order 3⁶, which is not a generalized twisted field, and we prove that its autotopism group is isomorphic to a subgroup of ΓL(K) × ΓL(K), where K = GF(3⁶).

Ograniczanie wyników

1 Discussiones Mathematicae - General Algebra and Applications

1 Delgado M.

1 Figueroa R.

1 Meléndez W.

1 2016

Wyniki wyszukiwania

On the autotopism group of the Cordero-Figueroa semifield of order 3⁶