Indiscernability of identical particles has strong consequences in quantum systems. It is for instance responsible for Bose-Einstein condensation or the Pauli exclusion principle through the only fact that the many-body wave function has to be symmetric or anti-symmetric with respect to exchanges of coordinates. In this talk, I will discuss various properties of strongly interacting mixtures of bosons and fermions in one dimension. In particular, I will discuss the symmetry spectroscopy of mixtures with or without SU(N) symmetry. I will also review some recent results on the statistical properties of the momentum occupation numbers in a Tonks-Girardeau gas.
Minguzzi and Vignolo, AVS Quantum Sci. 4, 027102 (2022). Devillard et al, Phys. Rev. A 101, 063604 (2020).
Devillard et al, Phys. Rev. A 104, 053306 (2021). Aupetit-Diallo et al, Phys. Rev. A 106, 033312 (2022).
De Mathias Albert
De Jean-Sébastien Caux
De Federico Tomás Benito Pérez
De David Hernandez
De Yura Rubo
De Ramasubramanian Chitra
De Tomaž Prosen
De Tomaž Prosen
De Tomaž Prosen
De Zouhaïr Mouayn
De Romain Dubessy
De Serguei Brazovski
De Serguei Brazovski
De Pierre Pujol
De Zvi Ovadyahu
De Andrea Richaud
De Janine Splettstoesser
De Alberto Biella
De Thierry Giamarchi
De Albert Schwarz
De Albert Schwarz
De Clément Delcamp
De Clément Delcamp
De Clément Delcamp
De Stephen Coombes , Peter Liddle
De Victor Kleptsyn
De François-Xavier Vialard
