Normal theorems on several complex variables (Q5959675)

The author proves that the limit of a sequence of \(K\)-quasimeromorphic mappings convergent on a simply connected closed domain \(D\) on a Riemann sphere \(V^m\) is a \(K\)-quasimeromorphic mapping from \(D\) to \(V^m\). By the method of covering surface, some normality theorems for a family of \(K\)-quasimeromorphic mappings of \(D\) are obtained.