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CODY Autumn in Warsaw 1 October - 10 December 2010 |
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Home page of CODY Autumn in Warsaw |
Transcendental dynamics 8-12 November 2010 |
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| Programme Abstracts of talks |
Organisers:
Janina Kotus (Technical University of Warsaw), Philip Rippon (The Open University), Gwyneth Stallard (The Open University) |
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List of participants |
| First name | Last name | Affiliation | Title of talk |
| Balazs | Barany | Budapest University of Technology and Economics | |
| Krzysztof | Barański | University of Warsaw | Bowen's formula for non-hyperbolic meromorphic maps |
| Michael | Benedicks | KTH Royal Institute of Technology | |
| Anna Miriam |
Benini |
Stony Brook University |
Accessibilty of repelling periodic orbits for postsingularly
finite exponential maps |
| Ruben | Berenguel | Universitat de Barcelona | Approximating bifurcation loci by zeros of functions (poster) |
| Paul | Blanchard | Boston University | |
| Henk |
Bruin |
University of Surrey |
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| Jordi | Canela | Universitat de Barcelona | Trans-quasiconformal
surgery in cubic Milnor polynomials (work in progress) (poster) |
| Kuldeep Singh | Charak | University of Jammu | Normal families of bicomplex meromorphic functions |
| Asli | Deniz | Roskilde University | |
| Robert | Devaney | Boston University | Rings
around
the
McMullen domain |
| Goran |
Drazic |
Jacobs University Bremen | Measurable dynamics of the exponential (poster) |
| Adam | Epstein | University of Warwick | Deformation theory for finite type maps |
| Núria | Fagella | Universitat de Barcelona | A Separation Theorem for entire transcendental functions |
| David | Färm | Polish Academy of Sciences | |
| Alastair | Fletcher | University of Warwick | Quasiregular dynamics |
| Antonio | Garijo Real | Universitat Rovira i Virgili | |
| Barbara | Gołubowska | Polish Academy of Sciences | |
| Pablo | Guarino | Instituto Nacional de Matemática Pura e Aplicada | |
| Joanna | Jaroszewska | University of Warsaw | |
| Xavier | Jarque | Universitat Rovira i Virgili | Non landing hairs in Sierpiński curve Julia sets of transcendental entire maps |
| Bogusława | Karpińska | Warsaw University of Technology | Pressure for non-hyperbolic meromorphic maps |
| Masashi | Kisaka | Kyoto University | |
| Marta | Kosek | Jagiellonian University | Changes at each step. Generalizations of Julia sets (poster) |
| Stefan | Kotowski | Polish-Japanese Institute of Information Technology | |
| Janina | Kotus | Warsaw University of Technology | |
| Vasyl | Kovalchuk | Polish Academy of Sciences | |
| Genadi | Levin | The Hebrew University of Jerusalem | |
| Luciana Luna Anna | Lomonaco | Roskilde University | |
| Agnieszka | Martens | Polish Academy of Sciences | |
| Helena | Mihaljević-Brandt | Christian-Albrechts-Universität Kiel | On
transcendental entire functions with escaping singular sets and no
wandering domains |
| Shunsuke | Morosawa | Kochi University | |
| Tarakanta | Nayak | Indian Institute of Technology Bhubaneswar | Omitted values and dynamics |
| Daniel | Nicks | The Open University | Wandering
domains
in
quasiregular
dynamics |
| John | Osborne | The Open University | The structure of spider's web fast escaping sets |
| Liviana | Palmisano | Université Paris-Sud 11 | |
| Waldemar |
Pałuba |
University of Warsaw | |
| Jörn | Peter | Christian-Albrechts-Universität Kiel | Hausdorff measure of escaping sets |
| Feliks | Przytycki | Polish Academy of Sciences | |
| Phil | Rippon | The Open University | Dynamical properties of entire
functions of regular growth |
| Ewa Eliza | Rożko | Polish Academy of Sciences | |
| Manjula | Samarasinghe | Queen Mary, University of London | Quasi-Fuchsian correspondences (poster) |
| Dierk | Schleicher | Jacobs University Bremen | TBA |
| Nikita | Selinger | Jacobs University Bremen | |
| Mitsuhiro | Shishikura | Kyoto University | Smoothness of hairs for some
transcendental entire
functions |
| Anand Prakash | Singh | Central University of Rajasthan | Escaping sets of composite entire functions |
| Shrihari | Sridharan | Chennai Mathematical Institute | |
| Gwyneth | Stallard | The Open University | Properties of multiply connected Fatou components of entire
functions |
| Sebastian |
van Strien | University of Warwick | Density of hyperbolicity for classes of real transcendental entire functions and circle maps |
| Anna | Zdunik | University of Warsaw | Very nice inducing |
| Jian-Hua | Zheng | Tsinghua University | Some problems on transcendental dynamics |