Titlebook: ICPT ’91; Proceedings from the Emile Bertin Conference proceedings 1994 Springer Science+Business Media Dordrecht 1994 Potential theory.per

Cerebrovascular

Uniqueness of Kernel Functions of the Heat Equation,We consider the heat equation on. and give the uniqueness of kernel functions at the infinity (see Theorem 5). For the proof, we examine the continuity of the density of the parabolic measure on. closely related to Ω.. By this theorem, we can decide the Martin boundary ofΩ.(α<1) with respect to the heat equation.

GRAVE

微尘

Monotone Dirichlet forms and resolvents,We define a nonlinear Dirichlet form associated with a monotone operator. Using the Monge-Ampère operator as an example, we prove potential theoretic properties of such a form and introduce an associated resolvent.

induct

Local properties of harmonic functions relative to Dirichlet forms,We consider the harmonic functions relative to a Dirichlet form and we give a structural Harnack inequality and a Saint-Venant type result on energy decay. Moreover we give also estimates for the Green function relative to the Dirichlet form.

乳汁

蔑视

,Outils récents pour l’analyse sur l’espace de Wiener,On indique quelques capacités fonctionnelles canoniquement attachées à toute mesure gaussienne centrée sur un espace de Wiener abstrait lusinien. Elles sont toutes tendues sur les compacts.

来这真柔软

Graduated

https://doi.org/10.1007/978-94-011-1118-8Potential theory; perturbation; perturbation theory; partial differential equations

可行

OTHER

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