Let \(f:\mathbb {C}\setminus \{0,1,2\}\to \mathbb {C}\) be a holomorphic function. Show that if \(f\) omits at least 4 values then it is constant.
Question
Math 6220 • Complex Analysis
Fall 2024 • Question 4
Question
Fall 2024 • Question 4
Let \(f:\mathbb {C}\setminus \{0,1,2\}\to \mathbb {C}\) be a holomorphic function. Show that if \(f\) omits at least 4 values then it is constant.