An optimized finite-temperature resonating valence bond state captures measured spin and dopant correlations of doped Fermi-Hubbard simulators on square and triangular lattices.
For case 1 we set TMF/JMF = 0 and for case 3 h/JMF = 0, while optimizing with respect to the remain- ing parameters
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Optimized Gutzwiller Projected States for Doped Antiferromagnets in Fermi-Hubbard Simulators
An optimized finite-temperature resonating valence bond state captures measured spin and dopant correlations of doped Fermi-Hubbard simulators on square and triangular lattices.