Electron Correlations in Molecules and Solids, Vol. 100 Book

1	Introduction	1
2	The Independent-Electron Approximation	5
3	Density Functional Theory	39
4	Quantum-Chemical Approach to Electron Correlations	61
5	Cumulants, Partitioning, and Projections	81
6	Excited States	107
7	Finite-Temperature Techniques	129
8	Correlations in Atoms and Molecules	151
9	Semiconductors and Insulators	189
10	Homogeneous Metallic Systems	223
11	Transition Metals	253
12	Strongly Correlated Electrons	281
13	Heavy-Fermion Systems	347
14	Superconductivity and the High-T[subscript c] Materials	377
	Appendix A. Relation Between E[subscript xc][p] and the Pair Distribution Function	423
	Appendix B. Derivation of Several Relations Involving Cumulants	424
	Appendix C. Projection Method of Mori and Zwanzig	426
	Appendix D. Cross-Over from Weak to Strong Correlations	428
	Appendix E. Derivation of a General Form for |[Omega]|	431
	Appendix F. Hund's Rule Correlations	432
	Appendix G. Cumulant Representation of Expectation Values and Correlation Functions	436
	Appendix H. Diagrammatic Representation of Certain Expectation Values	439
	Appendix I. Derivation of the Quasiparticle Equation	442
	Appendix J. Coherent-Potential Approximation	444
	Appendix K. Derivation of the NCA Equations	447
	Appendix L. Ground-State Energy of a Heisenberg Antiferromagnet on a Square Lattice	449
	Appendix M. The Lanczos Method	453
	References	455
	Subject Index	469