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VOLUME 39 (1984) | ISSUE 8 | PAGE 369
Thermodynamics of electrons in disordered conductors with Kondo impurities
The thermodynamic properties of localized spins in disordered conductors are analyzed. The magnetic susceptibility has orbital components which do not contain small terms of order (pFl /Щ~х < 1. Nontrivial contributions to the heat capacity arise in only third order in the coupling constant, in contrast with the situation in the ordinary Kondo problem.