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query: SELECT sid FROM sessions WHERE sid = 'dlej1920f0d264148gql19ggu0' in /var/www/church/includes/database.mysql.inc on line 121 Gruppo di Logica e Geometria della Cognizione
Dipartimento di Matematica e Fisica, Università Roma Tre, Aula 311 (“aula dei seminari”) edificio C (“Matematica”), largo San Leonardo Murialdo 1
Abstract
Quasicrystals are ordered crystalline structures with no translational
symmetries. A quasicrystalline alloy was first observed by Shechtman in early
80's, for which he was awarded with the Nobel prize in Chemistry in 2011.
The mathematical characterization of quasicrystals is a challenging open
problem which attracted an increasing interest of researchers due to its
possible applications to several scientific fields, including photonic
computing.
We overview classical mathematical models for quasicrystals. A particular
attention will be given to one of the largest known class of mathematical
quasicrystals, the Meyer sets, and their relation with expansions in
non-integer bases.
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