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Current fluctuations described by the M-Wright function in the Hubbard model with infinite interaction

Data evento: - 15:00
Dove: Aula M2.2
Testo evento

Seminario del Prof. Tomohiro Sasamoto (Institute of Science Tokyo)

Recently, current fluctuations of a class of models have been shown to be described by the
so called M-Wright function, which takes the form of nested Gaussian. This was first noted for a classical automaton model, but has been discussed to appear in a wide class of models including the XXZ spin chain. 

In this talk, after reviewing a combinatorial arguments for the automaton model, we explain how the distribution can be derived by an exact calculation for the so-called t0 model, which is the Hubbard model with infinite strength of interaction. The talk is based on a collaboration with K. Fujimoto, T. Ishiyama, T. Kurose, T. Yoshimura. Reference: [1] K. Fujimoto, T. Ishiyama, T.  Kurose, T. Yoshimura, T. Sasamoto, Exact Anomalous Current Fluctuations in Quantum Many-Body Dynamics, arXiv: 2602.24008, to appear in Phys. Rev. Lett.

Data ultimo aggiornamento:
31/08/2026