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Matrices

Basic Properties of Vectors and Matrices

Kronecker Products, the Vec-Operator, and the Moore-Penrose Inverse

Miscellaneous Matrix Results

Differentials: The Theory

Mathematical Preliminaries

Differentials and Differentiability

The Second Differential

Static Optimization

Differentials: The Practice

Some Important Differentials

First-Order Differentials and Jacobian Matrices

Second-Order Differentials and Hessian Matrices

Inequalities

The Linear Model

Statistical Preliminaries

The Linear Regression Model

Further Topics in the Linear Model

Applications To Maximum Likelihood Estimation

Maximum Likelihood Estimation

Simultaneous Equations

Topics in Psychometrics

Index

Matrices

Basic Properties of Vectors and Matrices

Kronecker Products, the Vec-Operator, and the Moore-Penrose Inverse

目次情報: 続きを見る

Statistical Aspects of the Many-Body Problem / 1：

Collective Rotational Parameters of Nuclei / 2：

Vibrational Nuclei / 3：

Transition Region in Heavy Nuclei / 4：

Symmetry Mixing / 5：

Anticorrelation in Many-Body Systems / 6：

Approximate Evaluation of Physical Quantities / 7：

Correlations Between the Parameters of the S-Matrix / 8：

Highly Convergent Expansion of the Rayleigh-Schrodinger Pertubation Series / 9：

Application of Grassman Integration in Matrix Ensembles Theory / 10：

Averages Over the Space of Complex Orthogonal Matrices / 11：

Configuration Interaction Problems / 12：

Statistical Aspects of the Many-Body Problem / 1：

Collective Rotational Parameters of Nuclei / 2：

Vibrational Nuclei / 3：