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SUMMARY:[Special NT Seminar] David Rogerson \, Phase transitions in the 1 
 and 2 Flavor Massive Schwinger Model - Numerical Results and Quantum Circu
 its -
DTSTART:20250507T150000Z
DTEND:20250507T170000Z
DTSTAMP:20260306T081900Z
UID:indico-event-27742@indico.bnl.gov
DESCRIPTION:Quantum hardware holds the promise of enabling simulations of 
 strongly correlated quantum field theories\, such as lattice QCD\, that ar
 e intractable on classical machines. As an initial step toward this long-t
 erm goal\, the well-studied massive Schwinger model—quantum electrodynam
 ics (QED) in 1+1 dimensions—has gained renewed attention. After discreti
 zing the theory using Wilson or staggered fermions\, the Schwinger model b
 ecomes a interesting subject of study for both quantum algorithms and clas
 sical tensor network simulations.\nIn this talk\, I will review the phase 
 diagram of the one- and two-flavor Schwinger model with theta=pi and prese
 nt results obtained using classical tensor network techniques. These metho
 ds not only provide insights into the model’s non-perturbative features 
 but also serve as a foundation for hybrid approaches. In particular\, they
  enable the development of classically optimized quantum circuits\, tailor
 ed for efficient execution on noisy intermediate-scale quantum (NISQ) devi
 ces.\n\nhttps://indico.bnl.gov/event/27742/
LOCATION:CFNS Library
URL:https://indico.bnl.gov/event/27742/
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