Sulla convergenza di un noto metodo iterativo per la risoluzione numerica delle equazioni differenziali di tipo ellittico e di tipo parabolico.
Two theorems are proved on removable singularities for weak solutions of a linear elliptic equation, which sharpen a result given earlier by the author, in the particular case the singularities lie on the manifold of .
We complete in this Nota II the result of the Nota I and we use it in order to generalize some theorems on elliptic equations.
We prove a result on transforms of Calderon-Zygmund type in -spaces with weight.
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