No

Participant & Affiliation

Title of Talk

1

Primitivo Belén AcostaHumánez Fundación Universitaria Konrad Lorenz  FUKL

Homomorphism in some discreet dynamical systems

2

Diana Aldea Mendes ISCTE Lisbon

Kneading theory for twodimensional skewproduct maps

3

Bill Basener Rochester Institute of Technology

Transverse Disks, Prime Knots, and Nielson Theory

4

Sergey Bezuglyi University of New South Wales (Sydney), Institute for Low Temperature Physics (Kharkov)

Topologies on groups of transformations in Borel and Cantor
dynamics.

5

Andrzej Bis University of Lodz, Poland

Modelling minimal foliated spaces
with positive entropy

6

Alexander Blokh UAB

Attractors for graphcritical
rational maps (joint with M.
Misiurewicz)

7

Phillip Boyland University of Florida

Topological obstructions for Dynamics of Fluid Flows

8

Zoltan Buczolich UNT and Eotvos University, Budapest

Convergent and divergent ergodic averages

9

Alexei Cheviakov Queen's University at Kingston

New exact nonsymmetric 3D MHD equilibria

10

Manav Das University of Louisville

IFS of finite type

11

Rafael de la Llave Univ. of Texas at Austin

Geometric mechanisms for instability in Hamiltonian
systems

12

Amadeu Delshams Universitat Politecnica de Catalunya (Barcelona)

Orbits of unbounded energy in generic quasiperiodic perturbations
of geodesic flows of certain manifolds

13

Tomasz Downarowicz Wroclaw University of Technology

Entropy of a doubly stochastic operator  uniqueness of a good
definition.

14

Jorge Duarte ISEL Lisbon

Topological invariants in forced piecewiselinear FitzhughNagumolike systems

15

Zhaosheng Feng Texas A&M University

On Traveling Wave Solutions and
Proper Solutions To the TwoDimensional
BurgersKortewegde Vries Equation

16

Robbert Fokkink Delft University

Doubly asymptotic leaves in 1D hyperbolic attractors

17

Lukas Geyer University of Michigan

Linearization at irrationally indifferent fixed points

18

Ellina Grigorieva TWU

On Construction and Properties of Attainable Sets of a Dynamical Microeconomic Model

19

Roland Gunesch University of Leipzig

Counting periodic orbits of the geodesic flow

20

J.T. Halbert University of Maryland, College Park

The Dynamics of a TaffyPulling Machine

21

Jane Hawkins University of North Carolina at Chapel Hill

Parametrized Dynamics of Weierstrass Elliptic P Functions

22

Nicolai Haydn University of Southern California

The Distribution of the Measure of Cylindersets for NonGibbsian Measures

23

Charles Holton University of Texas at Austin

Unique desubstitution for substitution tilings

24

Yong Hou University of Iowa

Rigidity of Low Dimensional Group Action

25

Roman Hric Matej Bel University, Slovakia and Instituto Superior Tecnico, Portugal

Characterization of minimal sets and nonhomogeneous minimal sets

26

Jun Hu The City Univ. of New York

Monotonicity of entropy and Ruelle operator

27

Lois Kailhofer Alverno College

A classification of inverse limit spaces of tent maps with periodic critical points

28

Robert Kallman University of North Texas

A Question of Ulam on the Full Permutation Group of the Natural Numbers

29

Linda Keen Lehman College and Graduate Center, CUNY

Degenerate domains for Random Iterated Function Systems

30

James Keesling University of Florida

Adding Machines in the Quadratic Family of Functions

31

Dmitry Kleinbock Brandeis University

Bounded geodesics in moduli space

32

Janina Kotus Warsaw University of Technology

Geometry and Ergodic Theory of nonrecurrent Elliptic Functions

33

Krystyna Kuperberg Auburn University

Local modifications of continuous flows

34

Torsten Lindström University of Kalmar, 39182 Kalmar

On the dynamics of discrete foodchains: low and high frequency behavior and optimality of chaos

35

Carlangelo Liverani University of Rome ``Tor vergata"

Strong statistical properties of Geodesic flows in negative curvature

36

Mikhail Lyubich Stony Brook

Renormalization in the Henon Family

37

John Mayer Univ. of Alabama at Birmingham

Indecomposable continua and the Julia sets of polynomials, II

38

Eugen Mihailescu UNT

Dynamics of holomorphic maps
on projective spaces

39

Michal Misiurewicz IUPUI

Bowen`s entropy, Hausdorff dimension and Lipschitz constant

40

Lex Oversteegen UAB Birmingham

On minimal maps of 2manifolds

41

Subbiah Parthasarathy Regional Engg. College, Tiruchirappalli

On the multipleperioddoubling bifurcation route to chaos in discrete population dynamical models under seasonal migration

42

Karl Petersen University of North Carolina at Chapel Hill

Sideways Symbolic Dynamics

43

Pawel Pilarczyk Jagiellonian University (Krakow) and Georgia Tech (Atlanta)

Algorithmic Homology Computation
and the Conley Index

44

J. Leonel Rocha Inst. Sup. Eng. Lisboa

Computing Hausdorff dimensions and escape rates

45

Lorenzo Sadun University of Texas

Deformations of Substitution Tiling Spaces

46

Petra Sindelarova Silesian University in Opava, Czech Republic

Proof of a conjecture on omegalimit sets for a continuous zero toppological entropy map of the unit interval

47

Jaroslav Smital Mathematical Institute, Silesian University, Opava, Czech Republic

The classification of triangular maps with zero topological entropy

48

Bernd O. Stratmann University of St Andrews, Scotland

The Geometry of Kleinian Limit Sets

49

Jianzhong Su University of Texas at Arlington

Dynamics of elliptic bursting

50

Meiyu Su Long Island University, Brooklyn

Laminations for Hyperbolic Measures

51

Mike Sullivan SIU/UNT

Linking of minimal sets

52

Ilie Ugarcovici Penn State University

On admissible geometric codes for geodesics on the modular surface

53

Klaudiusz Wojcik Auburn University and Jagiellonian University

Discrete Conley index criterion for chaos.

54

Maciej P. Wojtkowski University of Arizona

Rigidity of some Weyl manifolds
with nonpositive sectional curvature

55

Christian Wolf Wichita State University

MorseSmale diffeomorphisms in the Henon family

56

LaiSang Young Courant Institute

A theroy of rank one attractors, Part I

57

LaiSang Young Courant Institute

A theory of rank one attractors, Part II

58

Anna Zdunik Warsaw University, Poland

Conformal, invariant and Hausdorff measures for the exponential family.

59

Michel Zinsmeister Univ Orleans

Some remarks on laplacian growth
