Deux caracterisations de la mesure d'equilibre d'un endomorphisme de   Pk(C)
  Let $\mu$ be the equilibrium measure of an endomorphism of ${\sf P}^k({\bf C})$. We show that it is its unique measure of maximal entropy. We build $\mu$ directly as the distribution of any point outside an algebraic exceptional set. 
Jean-Yves Briend, Julien Duval