indistinguishable particles; 5.5. The density matrix and the partition function of a system of free particles

BEHAVIOUR OF STRUCTURES; 1.6. THE RIGID-PLASTIC THEORY; 1.7. THE FULLY PLASTIC HINGE MOMENT; 1.8. THE SHAPE

-Coupled Wave Functions; V. Calculation of Matrix Elements of the Hamiltonian; VI. The Orbital Equations; VII

2.5. An Integral Equation for the /-Matrix2.6. Transformation of the Scattering Matrix. Cross

; methods of covariance matrix estimation; methods for low-rank matrix approximations; hybrid methods based

. Matrix Preliminaries; 2.1. Review of Matrix Theory; 2.2. Hermitian Matrices and Positive Definite

of a Matrix; 2.6. Matrices as Representations of Linear Operators; 2.7. Application of Matrix Theory

; methods of covariance matrix estimation;<BR id="CRLF">methods for low-rank matrix approximations; hybrid

Classification of Einstein Spaces for n = 4; 19. The Canonical Form of the Matrix (Rab) for Ti and Ṫi Spaces; 20

FORMS; 2 QUADRATIC FORMS; 3 EXTERNAL PROPERTIES OF CHARACTERISTIC VALUES OF A SYMMETRIC MATRIX; Chapter

in decays where recent calculations have suggested t.hat Inclusion of atomic matrix elements In the

Evaluation of the S-matrix Elements; 8.7 Particle Interactions and Coupling Strengths; 8.8 Field Theory