Reduced-Density-Matrix Mechanics

Part I.
CHAPTER 1: N-REPRESENTABILITY (A. John Coleman).
CHAPTER 2: HISTORICAL INTRODUCTION (Mitja Rosina).
Part II.
CHAPTER 3: VARIATIONAL TWO-ELECTRON REDUCED-DENSITY-MATRIXTHEORY (David A. Mazziotti).
CHAPTER 4: THE LOWER BOUND METHOD FOR DENSITY MATRICES ANDSEMIDEFINITE PROGRAMMING (Robert M. Erdahl).
CHAPTER 5: THE T1 AND T2 REPRESENTABILITY CONDITIONS (BastiaanJ. Braams, Jerome K. Percus, and Zhengji Zhao).
CHAPTER 6: SEMIDEFINITE PROGRAMMING: FORMULATIONS ANDPRIMAL-DUAL INTERIOR-POINT METHODS (Mituhiro Fukuda, MahoNakata, and Makoto Yamashita).
Part III.
CHAPTER 7: THEORY AND METHODOLOGY OF THE CONTRACTED SCHRO¨DINGER EQUATION (By C. Valdemoro)
CHAPTER 8: CONTRACTED SCHRO¨ DINGER EQUATION (By David A.Mazziotti).
CHAPTER 9: PURIFICATION OF CORRELATED REDUCED DENSITY MATRICES:REVIEW AND APPLICATIONS (By D. R. Alcoba).
CHAPTER 10: CUMULANTS, EXTENSIVITY, AND THE CONNECTEDFORMULATION OF THE CONTRACTED SCHRO¨ DINGER EQUATION (By JohnM. Herbert and John E. Harriman).
CHAPTER 11: GENERALIZED NORMAL ORDERING, IRREDUCIBLE BRILLOUINCONDITIONS, AND CONTRACTED SCHRO¨ DINGER EQUATIONS (By WernerKutzelnigg and Debashis Mukherjee).
CHAPTER 12: ANTI-HERMITIAN FORMULATION OF THE CONTRACTEDSCHRO¨ DINGER THEORY (By David A. Mazziotti).
CHAPTER 13: CANONICAL TRANSFORMATION THEORY FOR DYNAMICCORRELATIONS IN MULTIREFERENCE PROBLEMS (By Garnet Kin-Lic Chan andTakeshi Yanai).
Part IV.
CHAPTER 14: NATURAL ORBITAL FUNCTIONAL THEORY (By MarioPiris).
CHAPTER 15: GEMINAL FUNCTIONAL THEORY (By B. C.Rinderspacher).
CHAPTER 16: LINEAR INEQUALITIES FOR DIAGONAL ELEMENTS OF DENSITYMATRICES (By Paul W. Ayers and Ernest R. Davidson).
Part V.
CHAPTER 17: PARAMETERIZATION OF THE 2-RDM (A. John Coleman).
CHAPTER 18: ENTANGLEMENT, ELECTRON CORRELATION, AND DENSITYMATRICES (By Sabre Kais).
AUTHOR INDEX.
SUBJECT INDEX.