Lie algebras of characteristic three with nondegenerate Killing form.
Lie algebras of characteristic three with nondegenerate Killing form.
Introduction.The classification of Lie algebras with nondegenerate trace form over algebraically closed fields of characteristic p> 3, begun by Seligman in [6], was essentially completed by Block and Zassenhaus in [1].In particular, it follows from these results that the Lie algebras with nondegenerate Killing form over algebraically closed fields of …