Serbyn Group

Condensed Matter Theory and Quantum Dynamics

How do isolated quantum systems behave when prepared in a highly non-equilibrium state? How can such quantum systems avoid the ubiquitous relaxation to a thermal equilibrium? How can we gain novel insights into properties of quantum matter using modern nonequilibrium probes? These and other open questions in the field of quantum non-equilibrium matter are the focus of the Serbyn group.

The majority of isolated quantum systems thermalize – i.e. they reach thermal equilibrium when starting from non-equilibrium states. The first research direction of the Serbyn group is to understand mechanisms of thermalization breakdown. Many-body localized systems present one generic example of thermalization breakdown due to the presence of strong disorder. The Serbyn group is studying properties of many-body localized phase and phase transition into thermalizing phase. Kinetically constrained models present another class of systems with some signatures of thermalization breakdown. The Serbyn group is actively working on non-equilibrium properties of quantum models with constrained dynamics. A second area of interest to the Serbyn group is related to non-equilibrium probes in condensed matter systems.

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Current Projects

Many-body localization | Quantum ergodicity breaking | Non-equilibrium probes of solids | Spin-orbit coupled materials


Abanin DA, Bardarson JH, De Tomasi G, Gopalakrishnan S, Khemani V, Parameswaran SA, Pollmann F, Potter AC, Serbyn M, Vasseur R. 2021. Distinguishing localization from chaos: Challenges in finite-size systems. Annals of Physics. 427(4), 168415. View

De Nicola S, Michailidis A, Serbyn M. 2021. Entanglement view of dynamical quantum phase transitions. Physical Review Letters. 126(4), 040602. View

Gulden T, Kamenev A. 2021. Dynamics of ion channels via non-hermitian quantum mechanics. Entropy. 23(1), e23010125. View

De Nicola S. 2021. Disentanglement approach to quantum spin ground states: Field theory and stochastic simulation. Journal of Statistical Mechanics: Theory and Experiment. 2021(1), 013101. View

Brighi P, Abanin DA, Serbyn M. 2020. Stability of mobility edges in disordered interacting systems. Physical Review B. 102(6), 060202(R). View

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since 2017 Assistant Professor, IST Austria
2014 – 2017 Gordon and Betty Moore Postdoctoral Fellow, University of California, Berkeley, USA
2014 PhD, Massachusetts Institute of Technology, Cambridge, USA

Selected Distinctions

2019 ERC Starting Grant
2019 Ludwig Boltzmann Prize
2013 Andrew Locket III Memorial Fund Award, Massachusetts Institute of Technology
2009 – 2010 Praecis Presidential Graduate Fellowship, Massachusetts Institute of Technology
2005 – 2006 Enrico Fermi Junior Grant

Additional Information

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