The β-expansion of the D=1 fermionic spinless Hubbard model off the half-filling regime

Correa Silva, Thomaz, Rojas
2015 Condensed Matter Physics  
We found that when the spinless model is off the half-filling regime ($\mu \neq V$), the Helmholtz free energy (HFE) can be written as two $\beta$-expansions: one expansion comes from the half-filling configuration and another one that depends on the parameter $x = \mu - V$. We show numerically that the chemical potential as a function of temperature satisfies a relation similar to the one derived from the particle-hole symmetry of the fermionic spinless model. We extend the $\beta$-expansion
more » ... $\beta$-expansion of the HFE of the one-dimensional fermionic spinless Hubbard model up to order $\beta^8$.
doi:10.5488/cmp.18.33003 fatcat:ts2ykg6bxnb2rooyd3cc2337t4