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Introduction; Part I: Classical theory; 1 Phenomenological description of thermoelectric phenomena; 2 Phenomenological transport equations; 3 Physical interpretation; 4 Thermomagnetic and galvanomagnetic effects; 5 Solutions of the transport equations for homogenous thermoelectrics; 6 Solutions of the transport equations for inhomogeneous thermoelectrics; 7 Onsager’s reciprocal relations in irreversible processes; Part II: Quantum theory; 8 Microscopic description of thermoelectric phenomena; 9 Calculation of the response to an applied field; 10 Current density operators for continuous models; 11 Current density operators for lattice models; 12 Jonson-Mahan theorem; Part III: Comparison of theory and experiment; 13 Kondo effect in dilute alloys; 14 Rare earth intermetallics: heavy fermions and valence fluctuators; 15 First principles approaches; Appendix A: Single impurity models; Appendix B: Green’s functions; Appendix C: Derivation of the spectral representation for the single particle; Appendix D: Dynamical Mean Field Theory of the PAM; Appendix E: Scaling; Appendix F: Transport properties of dilute alloys; Appendix G: Spectral function in the non-crossing approximation (NCA); Appendix H: Correlation functions in the Fermi liquid regime; Appendix I: Sommerfeld expansion for heavy fermion systems in the DMFT approximation to the periodic Anderson model.

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