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13. Apr 2021

Local geometry of the rough-smooth interface in the two-periodic Aztec diamond

VIENNA PROBABILITY SEMINAR

Datum: 13. April 2021 | 17:30 – 18:15
Sprecher: Sunil Chhita, Durham University
Veranstaltungsort: Online via Zoom

Random tilings of the two-periodic Aztec diamond contain three macroscopic regions: frozen, where the tilings are deterministic; rough, where the correlations between dominoes decay polynomially; smooth, where the correlations between dominoes decay exponentially. Previously, we found that a certain averaging of the height function at the rough smooth interface converged to the extended Airy kernel point process. In this talk, we discuss the local geometric picture give a conjecture for the local geometry at the rough-smooth interface. This is joint work with Kurt Johansson and Vincent Beffara.

Weitere Informationen:

Datum:
13. April 2021
17:30 – 18:15

Sprecher:
Sunil Chhita, Durham University

Veranstaltungsort:
Online via Zoom

Ansprechpartner:

Birgit Oosthuizen-Noczil

Email:
birgit.oosthuizen-noczil@ist.ac.at

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