arXiv:2109.04185 [math.DS]AbstractReferencesReviewsResources
Geometric methods in holomorphic dynamics
Published 2021-09-09Version 1
In this note we review a selection of contemporary research themes in holomorphic dynamics. The main topics that will be discussed are: geometric (laminar and woven) currents and their applications, bifurcation theory in one and several variables, and the problem of wandering Fatou components.
Comments: To appear in the proceedings of the ICM 2022
Related articles: Most relevant | Search more
arXiv:math/9205209 [math.DS] (Published 1992-05-09)
Problems in holomorphic dynamics
Ben Bielefeld et al.
On the growth of local intersection multiplicities in holomorphic dynamics: a conjecture of Arnold
arXiv:math/9412233 [math.DS] (Published 1994-12-08)
Laminations in holomorphic dynamics