Jean-Morlet chair - shigeki akiyama - pierre arnoux (semester 2, 2017)
RESEARCH IN PAIRS II
Tree Shifts, Quasi-Similarity and their Applications (2122)
Dates: 5-16 February 2018
Place: CIRM (Marseille Luminy, France)
It is well known that two dimensional subshift is much more involved than di-
mensional one, e.g., it is already difficult to compute the entropy of 2-dim subshift
of finite type. In this research in pairs, we discuss possible applications of tree shifts and quasi self-similar tilings, both of which have intermediate complexity.
We expect their possible applications in a wide range of problems, such as semi-
group action via two different algorithms, space filling curve property of fractal
tiles, and construction of quasi-self similar polygonal tilings.