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SUMMARY:Mohammad Hafezi (University of Maryland)
DTSTART:20200617T190000Z
DTEND:20200617T200000Z
DTSTAMP:20260423T024016Z
UID:qfarm/1
DESCRIPTION:Title: <a href="https://researchseminars.org/talk/qfarm/1/">Ma
 ny-body invariants from statistical correlations of randomized measurement
 s</a>\nby Mohammad Hafezi (University of Maryland) as part of Q-FARM Semin
 ar Series\n\n\nAbstract\nWith the advances of quantum simulators in implem
 enting various quantum many-body states\, it is important to find efficien
 t ways to characterize and measure many-body states\, without resorting to
  full quantum state tomography. Specifically\, in contrast to electronic m
 aterials\, where the measurements are mainly within the linear-response pa
 radigm\, quantum simulators offer unique access to the full wave function 
 that inspires novel probing approaches.  In this talk\, I discuss how vari
 ous quantities\, such as entanglement spectrum\, symmetry-protected topolo
 gical invariants\, and fractional many-body Chern number could be extracte
 d. In the latter case\, we show how such an invariant can be measured\, us
 ing a single wave function\, without the knowledge of the Hamiltonian. Thi
 s should be contrasted to the conventional way\, where on requires a famil
 y of many-body wave functions parameterized by twist angles in order to ca
 lculate the Berry curvature. \n\nScience Advance 6\, 3666 (2020)\narxiv 20
 05.13543 \narxiv 2005.13677\n
LOCATION:https://researchseminars.org/talk/qfarm/1/
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