Abstract
The effect of the Coulomb repulsion between f and d electrons in the thermodynamic properties of the Anderson Model is studied. The magnetic susceptibility is calculated by means of the renormalization group approach. It is shown that the properties of the model with f–d repulsion can be mapped into the properties of a model without f–d repulsion and renormalized parameters. A discussion of the effect of direct exchange between localized and extended states is also included.
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