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- W1484920996 abstract "The Anderson Model of a dilute magnetic alloy has been studied by a generalization of Feenberg’s perturbation theory applied to thermodynamic Green’s functions. The method has the advantage of allowing the calculation of Green’s functions which are not analytic functions of the coupling parameters as is the case here. The behavior of the impurity is found not to be determined by the Hartree Fock approximation nor by a narrow Abrikosow‐Suhl resonance at the Fermi surface. Rather the thermodynamic properties are determined by the interplay of one electron host states with many electron correlated impurity states in a fashion quite analogous to the exactly soluble atomic limit. Self‐consistent solutions for the thermodynamic Green’s function give a susceptibility which is Curie‐Weiss at high temperatures and Pauli like at low temperatures, a resistivity which exhibits both a log (T) behavior at high temperatures and a T2 behavior at low temperatures. The heat capacity exhibits both a Schottky anomaly and a c..." @default.
- W1484920996 created "2016-06-24" @default.
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- W1484920996 date "1975-01-01" @default.
- W1484920996 modified "2023-09-27" @default.
- W1484920996 title "Study of the Anderson Model of a dilute magnetic alloy using Feenberg perturbation theory" @default.
- W1484920996 doi "https://doi.org/10.1063/1.29954" @default.
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