Generalizing work of Li and Wang, we prove sharp volume growth/decay rates for ends of metric measure spaces supporting a (p; p)-Sobolev inequality. A sharp result for (q; p)-Sobolev inequalities is also proved
We discuss the potential theory related to variational capacity and the Sobolev capacity on metric m...
In complete metric measure spaces equipped with a doubling measure and supporting a weak Poincar\'e ...
In a complete metric space equipped with a doubling measure and supporting a $(1,1)$-Poincar\'e ineq...
Abstract. Generalizing work of Li and Wang, we prove sharp volume growth/decay rates for ends of met...
Generalizing work of Li and Wang, we prove sharp volume growth/decay rates for ends of metric measur...
Generalizing work of Li and Wang, we prove sharp volume growth/decay rates for ends of metric measur...
Generalizing work of Li and Wang, we prove sharp volume growth/decay rates for ends of metric measur...
In this paper we make a survey of some recent developments of the theory of Sobolev spaces W1,q(X, ...
Sobolev inequalities, named after Sergei Lvovich Sobolev, relate norms in Sobolev spaces and give in...
Sobolev inequalities, named after Sergei Lvovich Sobolev, relate norms in Sobolev spaces and give in...
IIn this paper we make a survey of some recent developments of the theory of Sobolev spaces W-1,W-q ...
AbstractThe well-known Sobolev embedding theorem is generalized in terms of geometric measure theory...
Abstract. This paper studies the relative Sobolev p-capacity in proper and un-bounded doubling metri...
The purpose of this paper is to give a self-contained proof that a complete manifold with more than ...
AbstractWe discuss Maz'ya type isocapacitary characterizations of Sobolev inequalities on metric mea...
We discuss the potential theory related to variational capacity and the Sobolev capacity on metric m...
In complete metric measure spaces equipped with a doubling measure and supporting a weak Poincar\'e ...
In a complete metric space equipped with a doubling measure and supporting a $(1,1)$-Poincar\'e ineq...
Abstract. Generalizing work of Li and Wang, we prove sharp volume growth/decay rates for ends of met...
Generalizing work of Li and Wang, we prove sharp volume growth/decay rates for ends of metric measur...
Generalizing work of Li and Wang, we prove sharp volume growth/decay rates for ends of metric measur...
Generalizing work of Li and Wang, we prove sharp volume growth/decay rates for ends of metric measur...
In this paper we make a survey of some recent developments of the theory of Sobolev spaces W1,q(X, ...
Sobolev inequalities, named after Sergei Lvovich Sobolev, relate norms in Sobolev spaces and give in...
Sobolev inequalities, named after Sergei Lvovich Sobolev, relate norms in Sobolev spaces and give in...
IIn this paper we make a survey of some recent developments of the theory of Sobolev spaces W-1,W-q ...
AbstractThe well-known Sobolev embedding theorem is generalized in terms of geometric measure theory...
Abstract. This paper studies the relative Sobolev p-capacity in proper and un-bounded doubling metri...
The purpose of this paper is to give a self-contained proof that a complete manifold with more than ...
AbstractWe discuss Maz'ya type isocapacitary characterizations of Sobolev inequalities on metric mea...
We discuss the potential theory related to variational capacity and the Sobolev capacity on metric m...
In complete metric measure spaces equipped with a doubling measure and supporting a weak Poincar\'e ...
In a complete metric space equipped with a doubling measure and supporting a $(1,1)$-Poincar\'e ineq...
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