i have a problem that i am not able to solve and i was hoping you could please help me!
let f be the function defined in the region |z| < 1, by f(z) = z^5 . prove that f is uniformly continious in |z| <1 ..how can i do this :S ??
i have a problem that i am not able to solve and i was hoping you could please help me!
let f be the function defined in the region |z| < 1, by f(z) = z^5 . prove that f is uniformly continious in |z| <1 ..how can i do this :S ??