On Poisson-Lie structure on the external algebra of the classical Lie   groups
  The general expression for the bicovariant bracket for odd generators of the external algebra on a Poisson-Lie group is given. It is shown that the graded Poisson-Lie structures derived before for $GL(N)$ and $SL(N)$ are the special cases of this bracket. The formula is the universal one and can be applied to the case of any matrix Lie group. 
G. E. Arutyunov and P. B. Medvedev