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Entropy (Basel, Switzerland)|August 29, 2024
Survival Probability, Particle Imbalance, and Their Relationship in Quadratic ModelsMiroslav Hopjan, Lev VidmarPhysical Review Letters|August 25, 2023
Scale-Invariant Survival Probability at Eigenstate TransitionsMiroslav Hopjan, Lev VidmarPhysical Review Letters|August 27, 2025
Critical Dynamics in Short-Range Quadratic HamiltoniansMiroslav Hopjan, Lev VidmarProceedings of the National Academy of Sciences of the United States of America|February 6, 2026
Universal relation between spectral and wavefunction properties at criticalitySimon Jiricek, Miroslav Hopjan, Vladimir Kravtsov, et al.Physical Review Letters|November 7, 2025
Scaling Theory of Fading ErgodicityRafał Świętek, Miroslav Hopjan, Carlo Vanoni, et al.Physical Review Letters|February 15, 2020
Quantitative Impact of Integrals of Motion on the Eigenstate Thermalization HypothesisMarcin Mierzejewski, Lev VidmarPhysical Review Letters|December 30, 2017
Entanglement Entropy of Eigenstates of Quantum Chaotic HamiltoniansLev Vidmar, Marcos RigolPhysical Review Letters|August 26, 2022
Ergodicity Breaking Transition in Zero DimensionsJan Šuntajs, Lev VidmarPhysical Review. E|June 19, 2025
Localization transitions in quadratic systems without quantum chaosMateusz Lisiecki, Lev Vidmar, Patrycja ŁydżbaPageof 3