Quantum phases of supersymmetric lattice models
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We review recent results on lattice models for spin-less fermions with strong repulsive interactions. A judicious tuning of kinetic and interaction terms leads to a model possessing supersymmetry. In the 1D case, this model displays critical behavior described by superconformal field theory. On 2D lattices we generically find superfrustration, characterized by an extensive ground state entropy. For certain 2D lattices analytical results on the ground state structure reveal yet another quantum phase, which we tentatively call 'supertopological'.
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The bosonic Hubbard model on a three dimensional flat band lattice
Exact ground states exist for the bosonic Hubbard model on this 3D flat-band lattice up to critical filling, with subextensive entropy at that density due to combinatorial constraints from 4-cycle decompositions.
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