摘要
We consider the boundedness of Calderón-Zygmund operators from Hp,}(R^n)(the predual of a Morrey space) to h^p,}(R^n)(the local version of H^p,}). We show that Calderón's commutator is bounded from H^p,} to h^p,}.
We consider the boundedness of Calderón-Zygmund operators from Hp,}(R^n)(the predual of a Morrey space) to h^p,}(R^n)(the local version of H^p,}). We show that Calderón's commutator is bounded from H^p,} to h^p,}.
