Derivations of simple three-dimensional anticommutative algebras

In this paper, we investigate the derivation algebras of simple three-dimensional anticommutative algebras over algebraically closed fields. The main statement of the article is that the derivation algebras of simple three-dimensional anticommutative algebras have dimensions $0$, $1$ and $3$, for the latter case they are isomorphic to a simple Lie algebra of traceless matrices of the $2^{nd}$ order.