Abstract
On considere l'equation u t =u xx +f(u), 0 0, f∈C 1 (R,R) sous les conditions aux limites: p(u x ,(0,t))+g 0 (u(0,t))+(1-p)u(0,t)=p(u x (1,t))+g 1 (u(1,t))+(1-p)u(1,t)=0 ou p∈{0,1} et g i ∈( 1 (R,R). On demontre que generiquement toutes les solutions stationnaires sont hyperboliques
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