Exact condensate-pair eigenstates are built for Fermi ladders under SU(2) symmetry via spectrum generating algebra and mapped to Bose ladders by operator replacement, revealing pair equivalence and a possible Hilbert-space fragmentation mechanism.
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Gaussian-folded finite-range pairing functionals stabilize nuclear DFT calculations in extended model spaces containing continuum states.
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Condensate states in Fermi and Bose-Hubbard ladders
Exact condensate-pair eigenstates are built for Fermi ladders under SU(2) symmetry via spectrum generating algebra and mapped to Bose ladders by operator replacement, revealing pair equivalence and a possible Hilbert-space fragmentation mechanism.
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Finite-range pairing in nuclear density functional theory
Gaussian-folded finite-range pairing functionals stabilize nuclear DFT calculations in extended model spaces containing continuum states.