The Julia set of a meromorphic Newton map is connected: A unified proof. Part II
Monday, 01. December 2014, 10:30 - 11:30
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Contact Xavier Jarque (Universitat Rovira i Virgili)

Abstract:

We give a new proof of the connectivity of the Julia set of (rational or transcendental) meromorphic Newton maps. In fact this result follows as a corollary of a series of 5-6 papers on general (rational or transcendental) meromorphic maps. Our approach deeply simplify and unify the structure of the proof.

This is a joint work with K. Baranski, N. Fagella and B. Karpinska.

Location IMUB-Universitat de Barcelona