ENTIRE SOLUTIONS OF HESSIAN EQUATIONS
ENTIRE SOLUTIONS OF HESSIAN EQUATIONS
On étudie dans cette thèse l'existence et l'unicité de solutions entières, dans des espaces de Hölder à poids appropriés, d'équations hessiennes elliptiques dans Rn et Cn, invariantes par rotation.
We study in this thesis the existence and uniqueness of entire solutions, in appropriate weighted Hölder spaces, of elliptic Hessian equations in Rn and Cn, with rotational invariance.
A<br />priori estimates, Entire solution., Solutions entières., [MATH] Mathematics [math], nonlinear elliptic equations, <br />Estimation a priori, Method of continuity, Équations hessiennes, Équations non linéaires elliptiques, Weighted Hölder spaces, Solutions entières, Hessian equations, Méthode de continuité, Espaces de Hölder à poids
A<br />priori estimates, Entire solution., Solutions entières., [MATH] Mathematics [math], nonlinear elliptic equations, <br />Estimation a priori, Method of continuity, Équations hessiennes, Équations non linéaires elliptiques, Weighted Hölder spaces, Solutions entières, Hessian equations, Méthode de continuité, Espaces de Hölder à poids
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