FAN workshop in Admont
This workshop takes place at Schloss Röthelstein in Admont (Austria) from June 9 to June 13, 2015.
The scientific programme will start on June 10 at 9:30am and end on June 12 at about 5:00pm.
Here are some informations concerning the connection from Vienna to Admont. It takes approximately 3h30 and there exist mainly two connections:
- Vienna Meidling Bahnhof (Bahnhof = station) to Admont via Leoben and Liezen
- Vienna Westbahnhof to Admont via Linz and Ardning
You can read the details for these connections by clicking on the departure times. Further connections may be found on the web site of the Austrian Federal Railways (ÖBB).
The train stations Wien Meidling and Wien Westbahnhof can be reached from Vienna Airport by bus. It takes 30 minutes to Wien Meidling and 45 Minutes to Wien Westbahnhof. Details can be found on page 2 of the timetable.
We will be able to pick you up at the bus stations in Admont (Admont Bahnhof Vorplatz and Admont Dr Genger Platz) and to bring you to these stations at your departure date.
List of Participants
AKIYAMA Shigeki: Invariant measures of rotational beta expansions
ALLOUCHE Jean-Paul: Hadamard products, the Rohrlich-Lang conjecture and paperfolding
ARNOUX Pierre: Generalized IFS and natural extensions for continued fractions
BERTHÉ Valérie: Toward non-stationary Markov partitions for the Brun algorithm - Part I
CAALIM Nathan: Sofic rotational beta expansions
DURAND Fabien: Eigenvalues of minimal Cantor systems
HEJDA Tomas: Multiple tilings associated to d-Bonacci beta-expansions, abstract
HILION Arnaud: Tilings for Rauzy fractals
HU Yining: Two theorems of Fürstenberg revisited
IACO Maria Rita: Finite $\beta$-expansions and bounded remainder sets
JOLIVET Timo: Dynamics of reducible Pisot substitutions with root of unity eigenvalues
LAU Ka-Sing: On Self-affine Tiles and Spectral Sets
LI Bing: Diophantine approximation of the orbit of 1 in the dynamical system of beta expansions, abstract
MINERVINO Milton: Toward non-stationary Markov partitions for the Brun algorithm - Part II
PETHÖ Attila: Results and problems around SRS
SIEGEL Anne: Topological properties of generalized Rauzy fractals: which novel issues?
ZELLER Rüdiger: Slices through four-dimensional fractals, abstract