Description

This meeting of the International Network "The Topological Spectrum of General Point Patterns" gathers experts in different fields who have some connection with aperiodic order. The topics include: Semigroup theory, in particular the Ellis semigroup, and the application of this theory to the study of tilings. Number theory, diophantine approximation and its role in understanding aperiodic order. Dynamical systems, in particular almost automorphic dynamical systems (just beyond equicontinuity). Geometry and topology and how they may be used to describe aperiodic order.

Location

All lectures will be in room Fokko du Cloux, 1st floor of the Batiment Braconnier, Université Claude Bernard Lyon 1, Campus de la Doua

Directions from Airport:

Take the Rhone Express http://www.rhonexpress.fr/ to Gare Part-Dieu and follow directions from there to the hotel or the university.

Directions from Gare de Lyon-Part-Dieu to the Residence Saxe Gambetta (hotel):

Take Metro B direction Gare Oullins, exit at Saxe-Gambetta and follow the map below.

http://www.sejours-affaires.com/plan-residence-hoteliere-aparthotel-lyon-21.html

(Tram T1 direction Debourg (western side of the station) with exit at Guillotiere will also do it.)

Directions from the Residence Saxe Gambetta (hotel) to University:

Turn left into the road when leaving the hotel and go to the nearby tram station Guillotiere. Take tram line 1 in the direction of La Doua - IUT Feysinne. Get off at the stop "Université Lyon 1". The math building (Batiment Braconnier) is next to the stop at the left in the direction of the tram.

Directions from Gare de Lyon-Part-Dieu to University:

After arriving at Lyon Part Dieu follow the signs to the tram to either the western or eastern side of the station (both sides will work). Take tram line 1 (western side of the station) or 4 (eastern side) in the direction of La Doua - IUT Feysinne. Get off at the stop "Université Lyon 1". The math building (Batiment Braconnier) is next to the stop at the left in the direction of the tram.
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