CRM: Centro De Giorgi
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Arrangements and beyond: Combinatorics, geometry, topology and applications

Shellability of posets of components associated to toric arrangements defined by root systems

speaker: Giovanni Paolini (Scuola Normale Superiore)

abstract: The poset of intersections of a linear hyperplane arrangement is a geometric lattice, and in particular it is shellable. It is natural to ask if the poset of (connected components of) intersections of a toric arrangement is also shellable. This is indeed the case for arrangements associated to root systems, and I will give an idea of how to construct such a shelling (joint work with Emanuele Delucchi and Noriane Girard).


timetable:
Fri 9 Jun, 14:50 - 15:10, Aula Dini
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