Education

• 2019- 2022, MSc Chaos and Transport in Quantum Many-body Systems
  with Yevgeny Bar Lev

  Abstract/Description: This thesis numerically studies the statical and dynamical nature of two different classes of many-
  body quantum systems. In the first part of the thesis we explore a model which is chaotic at
  half-filling and show that at least three particles are needed to achieve quantum chaos. In the
  second part of the thesis we study spin transport in an interacting system at half-filling found
  in a constant electric field. This system was proposed to exhibit Stark Many-Body Localization
  (Stark-MBL), namely absence of transport. We show that it while the system is localized up to
  finite times, this times drifts for larger system sizes suggesting that Stark MBL occurs only at the
  thermodynamic limit.