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| Author(s) | Bărbosu, Dan |
|---|
Une caracterisation des constantes hyperboliques
Soit I = (a,b) x (c,d), F(I) = {f | f : I->R} et D : F(I)->F(I) l’opérateur différence bidimensionnelle.
On note:
Kb(I) = {f E F(I) | (3)f1 : (a,b)->R, (3)fa: (c,d)->Ra.i.f(x,y) = f1(x) + f2(y) }.
Le but de la note est de démontrer l’égalité Kb(I) = ker D.
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