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Czech-Slovak Workshop on
Discrete Dynamical Systems
2006
Monday, 26 June
Morning session
Chair: Marta Štefánková
| 9:00 – 10:00 |
Ľubomír SNOHA |
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Three results on scrambled sets |
| 10:15 – 11:45 |
Jörg NEUNHÄUSERER |
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Introduction to dimension theory of dynamical systems |
Afternoon session
Chair: Artur Siemaszko
| 18:00 – 18:20 |
Peter MALIČKÝ |
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On existence of 5-cycle and 6-cycle of a map of a triangle |
| 18:20 – 18:40 |
Marek LAMPART |
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On the transitivity of a system linked to the Schrödinger equation |
| 18:40 – 19:00 |
Zdeněk KOČAN |
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On some properties of interval maps with zero topological entropy |
Tuesday, 27 June
Morning session
Chair: Ľubomír Snoha
| 9:00 – 10:00 |
Jan KWIATKOWSKI |
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The Vietoris topology and the full group of a minimal homeomorphism of a Cantor set |
| 10:15 – 11:15 |
Artur SIEMASZKO |
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Structure of factors for ${\mathbb{Z}}^{2}$-actions |
| 11:30 – 12:00 |
Jörg NEUNHÄUSERER |
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Entropy of random walks on selfsimilar trees |
Afternoon session
Chair: Jozef Bobok
| 17:50 – 18:30 |
Dominik KWIETNIAK |
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Topological entropy of totally chaotic one-dimensional maps |
| 18:30 – 19:00 |
Piotr OPROCHA |
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On uniform distributional chaos |
Wednesday, 28 June
All day trip to Červenohorské sedlo
Thursday, 29 June
Morning session
Chair: Tomasz Downarowicz
| 9:00 – 10:00 |
Louis BLOCK |
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Minimal Sets in Dynamical Systems |
| 10:15 – 11:15 |
Jozef BOBOK |
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Infinite dimensional Banach space of Besicovitch functions (a proof with dynamical ingredients) |
| 11:30 – 12:00 |
Michaela ČIKLOVÁ |
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Minimal sets of functions with connected Gδ graph |
Afternoon session
Chair: Jan Kwiatkowski
| 18:10 – 18:30 |
Jiří KUPKA |
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Minimal sets of triangular maps |
| 18:30 – 18:55 |
Veronika KORNECKÁ |
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A classification of triangular maps of the square |
Friday, 30 June
Morning session
Chair: Peter Raith
| 9:00 – 10:30 |
Tomasz DOWNAROWICZ |
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Survey of techniques on the Cantor set |
| 10:45 – 11:45 |
Mike HOCHMAN |
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Genericity results in topological dynamics |
Afternoon session
Chair: Louis Block
| 18:10 – 18:50 |
Peter RAITH |
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Hausdorff dimension of hyperbolic attractors of certain triangular maps Abstract in PDF |
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