Quantum chaos challenges many-body localization J Šuntajs, J Bonča, T Prosen, L Vidmar
Physical Review E 102 (6), 062144, 2020
415 2020 Ergodicity breaking transition in finite disordered spin chains J Šuntajs, J Bonča, T Prosen, L Vidmar
Physical Review B 102 (6), 064207, 2020
172 2020 Spectral properties of three-dimensional Anderson model J Šuntajs, T Prosen, L Vidmar
Annals of Physics 435, 168469, 2021
45 2021 Ergodicity Breaking Transition in Zero Dimensions J Šuntajs, L Vidmar
Physical Review Letters 129 (6), 060602, 2022
31 2022 Localization challenges quantum chaos in the finite two-dimensional Anderson model J Šuntajs, T Prosen, L Vidmar
Physical Review B 107 (6), 064205, 2023
17 2023 Similarity between a many-body quantum avalanche model and the ultrametric random matrix model J Šuntajs, M Hopjan, W De Roeck, L Vidmar
Physical Review Research 6 (2), 023030, 2024
13 2024 Quantum chaos challenges many-body localization (2020) J Šuntajs, J Bonca, T Prosen, L Vidmar
arXiv preprint arXiv:1905.06345, 0
6 Nonequilibrium and Statistical Properties of Isolated Quantum Many-body Systems: Doctoral Thesis J Šuntajs
J. Šuntajs, 2023
2023 Nonequilibrium and statistical properties of isolated quantum many-body systems J Šuntajs
Univerza v Ljubljani, Fakulteta za matematiko in fiziko, 2023
2023 Whither many-body localization? J Šuntajs, J Bonča, T Prosen, L Vidmar
Phys. Rev. E 102 (062144), 2020
2020 Spektralne lastnosti modela tJ in večdelčna lokalizacija: magistrsko delo J Šuntajs
J. Šuntajs, 2018
2018 Spektralne lastnosti modela J Šuntajs
Univerza v Ljubljani, Fakulteta za matematiko in fiziko, 2018
2018 Ergodicity breaking transition in zero dimensions J Šuntajs, L Vidmar
Experimental realization of the one-dimensional Ising model in a transverse magnetic field J Šuntajs
BOSE-EINSTEINOVA KONDENZACIJA MAGNONOV JAN ŠUNTAJS
Lev VidmarJozef Stefan Institute and University of LjubljanaGeverifieerd e-mailadres voor ijs.si