08-115 V. Jaksic, Y. Pautrat, C.A. Pillet

Central limit theorem for locally interacting Fermi gas (518K, pdf) Jun 18, 08

Abstract , Paper (src), View paper (auto. generated pdf), Index of related papers

Abstract. We consider a locally interacting Fermi gas in its natural non-equilibrium steady state and prove the Quantum Central Limit Theorem (QCLT) for a large class of observables. A special case of our results concerns finitely many free Fermi gas reservoirs coupled by local interactions. The QCLT for flux observables, together with the Green-Kubo formulas and the Onsager reciprocity relations previously established (mp_arc:07-1), complete the proof of the Fluctuation-Dissipation Theorem and the development of linear response theory for this class of models.

Files: 08-115.src( 08-115.comments , 08-115.keywords , clt_new.pdf.mm )