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1. Mathematical Preliminaries |
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2. The Univariate Gaussian and Related Distribution |
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3. Multivariate Gaussian and Related Distributions |
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4. The Matrix-variate Gaussian Distribution |
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5. Matrix-variate Gamma and Beta Distributions |
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6. Hypothesis Testing and Null Distributions |
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7. Rectangular Matrix-variate Distributions |
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8. Distributions of Eigenvalues and Eigenvectors |
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9. Principal Component Analysis |
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10. Canonical Correlation Analysis |
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11. Factor Analysis |
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12. Classification Problems |
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13. Multivariate Analysis of Variance (MANOVA) |
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14. Profile Analysis and Growth Curves |
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15. Cluster Analysis and Correspondence Analysis |
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1. Mathematical Preliminaries |
|
|
2. The Univariate Gaussian and Related Distribution |
|
|
3. Multivariate Gaussian and Related Distributions |
|