Name: The Polaron Problem. A Journey through Stochastic and Analytical methods.
Start: 2026-07-20T16:00:00+02:00
End: 2026-07-20T17:00:00+02:00

SFB TRR 352

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6 0 events, 6	7 1 event, 7 16:00 Rapid mixing in long-range Lindbladians and static properties of their fixed points July 7 @ 16:00 Rapid mixing in long-range Lindbladians and static properties of their fixed points The classification of mixed-state phases requires criteria beyond two-point correlation functions, such as the decay of the mutual information (MI) and the conditional mutual information(CMI), with the latter encapsulated in the notion of Markov length. In this talk, we show how such static properties of the fixed point of a Lindbladian follow from natural dynamical […]	8 0 events, 8	9 0 events, 9	10 1 event, 10 2026-07-10 Probability Colloquium Augsburg-Munich Probability Colloquium Augsburg-Munich July 10 Probability Colloquium Augsburg-Munich Speakers: Maria Deijfen Remco van der Hofstad Schedule: 14:30 Welcome 15:00 Talk Maria Deijfen 16:00 Refreshment break 16:30 Talk Remco van der Hofstad 18:30 Option for common dinner Titles and abstracts: Mia Deijfen: Into space – and back again! Abstract: The configuration model is a standard model for […]	11 0 events, 11	12 0 events, 12
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20 1 event, 20 Hybrid Event 16:00 – 17:00 The Polaron Problem. A Journey through Stochastic and Analytical methods. Hybrid Event July 20 @ 16:00 – 17:00 The Polaron Problem. A Journey through Stochastic and Analytical methods. A charged particle, such as an electron, travelling through a periodic lattice produces a polarization field that induces oscillations in the crystal structure. A polaron is defined as the dressing of the charged particle by the quantized lattice oscillations, modelled by bosonic fields. The polaron was originally introduced in 1933 by L. Landau, and later […]	21 0 events, 21	22 0 events, 22	23 0 events, 23	24 0 events, 24	25 0 events, 25	26 0 events, 26
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