Title: Brody Curves and Generalized Henon Mappings.
Speaker: Dr. Taeyong Ahn (GAIA, POSTECH)
Abstract: In this talk, we introduce the concept of Brody curves and generalized Henon mapping. We consider two sets related to generalized Henon mappings: the set of non-escaping points and the set of escaping points. The foliation about these two sets is well known. We briefly review this foliation and finally prove that the leaves of the set of escaping points are all injective Brody and that there exists an injective Brody curve in the set of non-escaping points. Our method is basically modifying the Brody reparametrization lemma.
Place: GAIA Seminar Room (#106, Math Science bldg.)
Date: 20:00-22:00, Mon, October, 27, 2014