Some generic properties of non degeneracy for critical points of   functionals and applications
  We give some generic properties of non degeneracy for critical points of functionals. We apply these results, obtaining some theorems of multiplicity of solutions for the equation -{\epsilon}^2\Delta_g u+u=|u|p-2u in M, u in H_g^1(M) where M is a compact Riemannian manifold of dimension n and 2< p<2n/(n-2). 
Marco Ghimenti and Anna Maria Micheletti
math.AP