  Let $G$ be a finite abelian group acting faithfully on ${\mathbb C}{\mathbb
P}^1$ via holomorphic automorphisms. In \cite{DF2} the $G$--equivariant
algebraic vector bundles on $G$--invariant affine open subsets of ${\mathbb
C}{\mathbb P}^1$ were classified. We classify the $G$--equivariant algebraic
vector bundles on ${\mathbb C}{\mathbb P}^1$.
