- #1
Vlad
- 2
- 0
Hello, can anyone help me out here?
If you have a function f(z) in U, and b in U, such that b is an isolated essentially singular point for f(z) in U, what type of singularity can
g(z) = 1/f(z) have?
If you have a function f(z) in U, and b in U, such that b is an isolated essentially singular point for f(z) in U, what type of singularity can
g(z) = 1/f(z) have?