CRM: Centro De Giorgi
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“LEANING TORI” An Hamiltonian Event under the Tower

Arithmetic version of Anderson localization via reducibility

speaker: Jiangong You (Chern institute of Mathematics, Nankai University)

abstract: We give a new method for proving the arithmetic version of Anderson localization. Our method is based on the reducibility and an arithmetic version of Aubry duality which gives explicit arithmetic description both of the frequency and of the localization phase for a class of quasi-periodic long-range operators on $\ell2(\Zd)$.

Thu 23 May, 11:20 - 12:10, Aula Dini
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