Iterating the Minimum Modulus: Functions of Order Half, Minimal Type
(2021)
Journal Article
For a transcendental entire functionf, the property that there exists r> 0 such that mn(r) → ∞ as n→ ∞, where m(r) = min { | f(z) | : | z| = r} , is related to conjectures of Eremenko and of Baker, for both of which order 1/2 minimal type is a signif... Read More about Iterating the Minimum Modulus: Functions of Order Half, Minimal Type.