A Self-contained proof of the strong-type capacitary inequality for the Dirichlet space
Language
en
Article de revue
This item was published in
CRM Proceeding and Lecture Notes, Amer Math Soc, Providence, RI. 2011, vol. 55, p. 1-20
English Abstract
In this expository article, we give a self-contained proof of the strong-type capacitary inequality for functions in the Dirichlet space. We also show that such functions possess boundary limits in exponentially tangential ...Read more >
In this expository article, we give a self-contained proof of the strong-type capacitary inequality for functions in the Dirichlet space. We also show that such functions possess boundary limits in exponentially tangential approach regions at almost every point on the unit circle.Read less <
English Keywords
Dirichlet space
Capacity
Strong-type inequality
Tangential approach region.
Tangential approach region
Origin
Hal imported