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- W2000701449 abstract "By using a combination of several nonperturbative techniques---a one-dimensional field theoretical approach together with numerical simulations using density-matrix renormalization group---we present an extensive study of the phase diagram of the generalized Hund model at half filling. This model encloses the physics of various strongly correlated one-dimensional systems, such as two-leg electronic ladders, ultracold degenerate fermionic gases carrying a large hyperfine spin $frac{3}{2}$, other cold gases such as ytterbium 171 or alkaline-earth condensates. A particular emphasis is laid on the possibility to enumerate and exhaust the eight possible Mott-insulating phases by means of a duality approach. We exhibit a one-to-one correspondence between these phases and those of the two-leg electronic ladders with interchain hopping. Our results obtained from a weak-coupling analysis are in remarkable quantitative agreement with our numerical results carried out at moderate coupling." @default.
- W2000701449 created "2016-06-24" @default.
- W2000701449 creator A5012747099 @default.
- W2000701449 creator A5035151159 @default.
- W2000701449 creator A5041322317 @default.
- W2000701449 creator A5048671032 @default.
- W2000701449 date "2010-10-22" @default.
- W2000701449 modified "2023-09-30" @default.
- W2000701449 title "Competing orders in the generalized Hund chain model at half filling" @default.
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