  Our (weak) conjecture claims that a finite dimensional Lie algebra ${\bf g}$
over the field of complex numbers is semi-simple iff the Leibniz homology
vanishes in positive dimensions $HL_i({\bf g})=0$, $i>0$. We will indicate a
mistake in the recent proof of this conjecture due to Burde and Wagemann.

K-Theory and Homology