A Thurston type theorem for a family of entire mappings

Date:
16.05.12
Times:
15:00 to 16:00
Place:
IMUB - Universitat de Barcelona
Speaker:
Linda Keen
University:
CUNY

Abstract:

In joint work with Yunping Jiang and Tao Chen we prove a rigidity
theorem for ﬁnite type topological covering maps modeled on entire maps of the
form $P(z)e^{Q(z)}$ , where $P(z)$ and $Q(z)$ are polynomials. Our theorem uses an analytic condition rather than the topological condition of the classical Thurston theorem.