Resumen de Mergelyan type theorems for some function spaces
Arne Stray 
Let $F$ be a relatively closed subset of the unit disc $D$. If $A$ is any of the Hardy spaces $H^p(D)$, $0
Arne Stray
Let $F$ be a relatively closed subset of the unit disc $D$. If $A$ is any of the Hardy spaces $H^p(D)$, $0
