Eremenko's Conjecture for Functions with Real Zeros: The Role of the Minimum Modulus
(2020)
Journal Article
We consider the class of real transcendental entire functions f of finite order with only real zeros and show that if the iterated minimum modulus tends to 8, then the escaping set I(f) of f has the structure of a spider's web, in which case Eremenko... Read More about Eremenko's Conjecture for Functions with Real Zeros: The Role of the Minimum Modulus.