  Lie bialgebras were introduced by Drinfeld in studying the solutions to the
classical Yang-Baxter equation. The definition of a bialgebra in the sense of
Drinfeld (D-bialgebra), related with any variety of algebras, was given by
Zhelyabin. In this work, we consider Malcev bialgebras. We describe all
structures of a Malcev bialgebra on a simple non-Lie Malcev algebra.
