Volume 45, Number 3, February 1999
|Page(s)||354 - 360|
|Section||Condensed matter: electronic structure, electrical, magnetic and optical properties|
|Published online||01 September 2002|
On the lowest-energy excitations of one-dimensional strongly correlated electrons
Max-Planck-Institute for Physics of Complex Systems Noethnitzer Str. 38, D-01187
Theoretical Division, MS-B258, Los Alamos National Laboratory
Los Alamos, 87545, New Mexico, USA
Accepted: 23 November 1998
It is proven that the lowest excitations of one-dimensional half-integer spin generalized Heisenberg models and half-filled extended Hubbard models are π-periodic functions. For Hubbard models at fractional fillings , where , and n is the number of electrons per unit cell. Moreover, if one of the ground states of the system is magnetic in the thermodynamic limit, then for any k, so the spectrum is gapless at any wave vector. The last statement is true for any integer or half-integer value of the spin.
PACS: 71.27.+a – Strongly correlated electron systems; heavy fermions / 05.30.Fk – Fermion systems and electron gas / 75.30.Mb – Valence fluctuation, Kondo lattice, and heavy-fermion phenomena
© EDP Sciences, 1999
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