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Séminaire d'équipe(s) GALaC
The Domino Problem is undecidable on surface groups
Nathalie Aubrun

27 September 2019, 14h30
Salle/Bat : 445/PCRI-N
Contact :

Activités de recherche : Combinatoire

Résumé :
The domino problem for a finitely generated group asks whether
there exists an algorithm which takes as input a finite alphabet and
finitely many Wang tiles, and decides whether there exists a tiling of
the group by this set of tiles. I will survey known results and present
the domino problem conjecture: finitely generated groups with decidable
domino problem are exactly virtually free groups. Then I will explain
why this problem is undecidable on surface groups. Joint work with
Sebastián Barbieri and Etienne Moutot.

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