Fano-Anderson model

The diabatic two-state representation for homogeneous CT can be extended to heterogeneous CT processes between a reactant in a condensed-phase solvent and a metal electrode. The system Hamiltonian is then given by the Fano-Anderson model" " " ... 

S. Longhi, Bound states in the continuum in a single-level Fano-Anderson model, Eur. Phys. J. B 57 (2007) 45. 

J. MartoreU, D.W.L. Sprung, W. van Dijk, J.G. Muga, Memory effects induced by initial switching conditions in a Fano-Anderson model, Phys. Rev A 79 (2009) 062104. 

There is a particular class of problems that quantum computers have difficult for simulating. Those are ones which deal with interactions of Fermionic systems. Negrevergne et al. [25] describe a NMR quantum simulation of a many-body problem, the so-called Fano-Anderson model. It consists of an n-sites ring containing an impurity atom at the center. In this system, an electron can hop either between the nearest neighbor sites, at the ring... 

There are but few models of irreversibility which can be solved exactly. Such a model was originally introduced by Ref. [Friedrichs 1948] but it also goes under the name the Fano model, [Fano 1961 Cohen-Tannoudji 1992], It offers the theory of a single quantum state imbedded in a continuum or a quasi-continuum. It has been used in molecular physics as the Bixon-Jortner model [Bixon 1968] and in solid state physics as an Anderson model [Anderson 1961]. 

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