The Role of Complex Analysis in Complex Dynamics

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The Role of Complex Analysis in Complex Dynamics

 20 - 24 May 2013

ICMS, 15 South College Street Edinburgh

  • James Langley, University of Nottingham
  • Philip Rippon, Open University
  • Gwyneth Stallard, Open University

Speakers:

  • Alan Beardon, University of Cambridge - The Hyperbolic Metric

  • Gwyneth Stallard, Open University - Applications of the Hyperbolic Metric in Complex Dynamics  

  • Jian-Hua Zheng, Tsinghua University - Hyperbolic Metric and Complex Dynamics 

  • Anna Zdunik, University of Warsaw - Harmonic Measure on Non-Homogenous Cantor Sets  

  • Dan Nicks, University of Nottingham - The Julia Set in Quasiregular Dynamics 

  • Alastair Fletcher, Northern Illinois University - The Fast Escaping Set and Quasiregular Mappings

  • James Langley, University of Nottingham - An Introduction to Nevanlinna Theory  

  • Aimo Hinkkanen, University of Illinois - Applications of Nevanlinna Theory in Complex Dynamics  

  • Krzysztof Barańs, University of Warsaw - Absorbing Domains for Meromorphic Maps

  • Boguslawa Karpińska, Warsaw University of Technology - Connectivity of Julia Sets of Meromorphic Maps 

  • Anand Prakash Singh, Central University of Rajasthan - Spiraling Baker Domain  

  • David Martí Pete, Universitat de Barcelona - The Escaping Set of Holomorphic Self-Maps of C*

  • Sebastian Vogel, University of Kiel - On the Measure of the Escaping Set of a Quasiregular Analogue of the Sine Function   

  • John Osborne, Open University - Connectedness Properties of the Set K(f) Where the Iterates of an Entire Function F are Bounded 

  • Lasse Rempe-Gillen, University of Liverpool - Constructing Polynomials and Entire Functions by Quasiconformal Folding 

  • John Mayer, University of Alabama - The Central Strip Lemma for Laminations of Degree d>2: Identity Return Polygons 

  • Alexandre Eremenko, University of Purdue - An Introduction to Inverse Function Singularities   

  • Núria Fagella, University of Barcelona - Introduction to Quasiconformal Surgery 

  • Mitsuhiro Shishikura, Kyoto University - Introduction to Quasiconformal Surgery  

  • Xavier Jarque, University of Barcelona - Bishop's Quasiconformal Folding and Wandering Domains in Eremenko-Lyubich Class

  • Adam Epstein, University of Warwick - Dynamics and Deformations of Finite Type Analytic Maps  

  • Dave Sixsmith, Open University - The Size of the Julia Set of Some Families of Functions Outside the Eremenko-Lyubich Class

  • Tuen Wai Ng, University of Hong Kong - On Finite Blaschke Products Sharing Preimage of Connected Compact Sets 

  • Mariusz Urbanski, University of North Texas - Regularity and Irregularity of Fiber Dimensions of Non-Autonomous Holomorphic Dynamical Systems  

  • Janina Kotus, Warsaw University of Technology - The Hausdorff Dimemsion of the Set of Escaping Paramaters and the Escaping Set

  • David Drasin, Purdue University - Introduction and Background to Harmonic and Subharmonic Functions  

  • Shaun Bullett, Queen Mary - The Discreteness Locus for a Family of Correspondences  

  • Markus Baumgartner, University of Kiel - On Boundaries of Multiply Connected Wandering Domains

  • Simon Albrecht, University of Kiel - On the Construction of Entire Functions in the Speiser Class  

  • Philip Rippon, Open University - Applications of Harmonic Functions in Complex Dynamics

 

For photographs, click here.