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Statistics
Multivariate Analysis
1. Introduction to Multivariate Analysis
2. Foundations in Matrix Algebra and Random Vectors
3. The Multivariate Normal Distribution
4. Data Preparation and Exploration
5. Principal Component Analysis
6. Factor Analysis
7. Multiple Linear Regression
8. Multivariate Analysis of Variance
9. Discriminant Analysis
10. Logistic Regression
11. Cluster Analysis
12. Canonical Correlation Analysis
13. Multidimensional Scaling
14. Advanced Multivariate Methods
Logistic Regression
Generalized Linear Models Framework
Exponential Family Distributions
Link Functions
Linear Predictor
Logistic Function
Sigmoid Curve Properties
Mathematical Formulation
Probability Interpretation
Logit Transformation
Log-Odds Concept
Linear Relationship
Inverse Logit Function
Binary Logistic Regression
Model Specification
Assumptions
Parameter Interpretation
Log-Odds Interpretation
Odds Ratio Interpretation
Maximum Likelihood Estimation
Likelihood Function
Log-Likelihood Function
Iterative Algorithms
Newton-Raphson Method
Fisher Scoring
Model Assessment
Likelihood Ratio Test
Wald Test
Score Test
Deviance
Pseudo R-Squared Measures
Cox and Snell R-squared
Nagelkerke R-squared
McFadden R-squared
Goodness-of-Fit Testing
Hosmer-Lemeshow Test
Pearson Chi-Square Test
Deviance Test
Residual Analysis
Classification and Prediction
Predicted Probabilities
Classification Tables
ROC Curves
Area Under Curve (AUC)
Sensitivity and Specificity
Multinomial Logistic Regression
Model Formulation
Reference Category
Parameter Interpretation
Model Assessment
Ordinal Logistic Regression
Proportional Odds Model
Cumulative Logits
Parallel Lines Assumption
Model Interpretation
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9. Discriminant Analysis
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11. Cluster Analysis