Author's: Ezequiel R. Barbosa
Pages: [167] - [181]
Received Date: April 15, 2008
Submitted by:
This article reports the main results in the best constant theory for
the classical sharp Sobolev inequality on compact Riemannian
manifolds. Moreover, we prove that the second best constant depends continuously on g in relation
to the
-topology.
best constants, extremal functions, sharp Sobolev inequalities.