| Name | Place | Title |
|---|---|---|
| S. Bailey | Univ. of North Carolina, USA | Non-Stationary Adic Transformations. |
| B. Balcar | Academy of Sciences, Czechia | Dynamical systems and Boolean algebras |
| F. Balibrea | Univ. of Murcia, Spain | On the Periodicity Structure of Delayed Systems of the Form xn+k=f(xn) with k≥2 in some Low-dimensional Spaces |
| F. Blanchard | Inst. de Math. de Luminy, France | On the size of scrambled sets. |
| J. Bobok | Czech Tech. University, Czechia | On α-Lipschitz Extension of Transitive Interval Map with Topological Entropy log α. |
| H. Bruin | Univ. of Surrey, UK | Asymptotic arc-components of inverse limit spaces of unimodal maps. |
| J.-Ch. Delvenne | Univ. Catholique de Louvain, Belgium | Decidability and Computational Universality in Symbolic Systems. |
| T. Downarowicz | Wroclaw Univ of Tech., Poland | Expansiveness of certain Bratteli-Vershik diagrams. |
| F. Durand | Univ. de Picardie Jules Verne, France | Cobham Theorems for dynamical systems and tilings. |
| J.-L. García | Univ. Pol. de Cartagena, Spain | Set-valued chaos. |
| E. Glasner | Tel-Aviv Univ., Israel | The local variational principle. |
| M. Holland | Univ. of Surrey, UK | Rates of Mixing for one-dimensional Lorenz maps. |
| R. Hric | Matej Bel Univ., Slovakia | Unweighted dynamical zeta functions for piecewise monotone graph maps |
| V. Jimenez | Univ. of Murcia, Spain | Positive Lyapunov exponents or positive metric entropy imply sensitivity. |
| Z. Kočan | Silesian Univ., Czechia | Triangular maps of the square. |
| A. Krause | N. Copernicus Univ., Poland | Normalizers of Cantor minimal systems. |
| J. Kupka | Silesian Univ., Czechia | The triangular maps with closed sets of periodic points. |
| J. Kupsa | Charles Univ., Czechia | k-th limit laws of return and hitting times |
| P. Kůrka | Charles Univ., Czechia | Cellular automata in the space of Borel probability measures. |
| J. Kwiatkowski | N. Copernicus Univ., Poland | Topologies on the groups of homeomorphisms and Borel automorphisms of a Cantor set. |
| M. Lampart | Silesian Univ., Czechia | Set-valued chaos. |
| G. Levin | Hebrew Univ., Israel | Critical covering maps of the circle. |
| A. Maass | Univ. of Chile, Chile | Continous eigenvalues of tiling systems. |
| M. Málek | Silesian Univ., Czechia | Omega limit sets and chaos on graphs. |
| P. Maličký | Matej Bel Univ., Slovakia | Category version of the Poincare recurrence theorem. |
| I. Marek | Czech Tech. University, Czechia | An aggregation variation on the Google matrix: Some of the mathematical aspects of the Google search engine |
| M. Megrelishvili | Bar-Ilan University, Israel | Hereditarily non-sensitive dynamical systems. |
| M. K. Mentzen | N. Copernicus Univ., Poland | Cylinder cocycle extensions of minimal rotations, II. |
| M. Misiurewicz | Ind. Univ. Purdue Univ. Indianapolis, USA | Rotation sets of billiards with one obstacle. |
| K. Petersen | Univ. of North Carolina, USA | Adic dynamics, random walks, and random permutations. |
| F. Przytycki | Polish Academy of Sc., Poland | Entropy Conjecture. |
| P. Raith | University of Vienna, Austria | Continuity of the topological pressure of a piecewise monotonic map under small perturbations. |
| M. Rams | Polish Academy of Sc., Poland | Contracting on average baker maps. |
| A. Rodrigues | Univ. do Porto, Portugal | Secondary Bifurcations in Systems with SN-Symmetry. |
| P. Romagnoli | Univ. of Andrés Bello, Chile | Conditional Entropy Pairs and Applications |
| M. Schraudner | Univ. of Heidelberg, Germany | On the automorphisms of countable state Markov shifts. |
| A. Siemaszko | Univ. of Warmia and Mazury, Poland | Cylinder cocycle extensions of minimal rotations, I. |
| K. Simon | Budapest Univ. of Tech. and Ec., Hungary | The algebric difference of random Cantor set. |
| J. Smítal | Silesian Univ., Czechia | Dynamics of triangular maps - recent progress. |
| Ľ. Snoha | Matej Bel Univ., Slovakia | Noninvertible minimal maps revisited. |
| V. Špitalský | Matej Bel Univ., Slovakia | Omega-limit sets in dendrites. |
| J. Szymanski | N. Copernicus Univ., Poland | Extreme relations for topological flows. |
| K. Thomsen | Aarhus Univ., Denmark | On the ergodic theory of synchronized systems. |
| M. Todd | Univ. of Surrey, UK | Good invariant measures on the Julia sets of polynomials. |
| M. Wata | N. Copernicus Univ., Poland | Dimension and infinitesimal groups of topological dynamical systems. |
Page last updated: July 19, 2005
Michal Kurka © 2005