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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
Cluster Analysis
Clustering Objectives
Pattern Discovery
Data Exploration
Market Segmentation
Taxonomy Development
Types of Clustering
Hierarchical Clustering
Non-Hierarchical Clustering
Model-Based Clustering
Density-Based Clustering
Distance and Similarity Measures
Euclidean Distance
Manhattan Distance
Minkowski Distance
Mahalanobis Distance
Cosine Similarity
Correlation-Based Measures
Data Standardization for Clustering
Z-Score Standardization
Range Standardization
Variable Weighting
Hierarchical Clustering
Agglomerative Methods
Single Linkage
Complete Linkage
Average Linkage
Ward's Method
Centroid Method
Divisive Methods
Dendrogram Construction
Dendrogram Interpretation
Cluster Cutting Criteria
Non-Hierarchical Clustering
K-Means Clustering
Algorithm Steps
Initialization Methods
Convergence Criteria
K-Medoids Clustering
Fuzzy C-Means
Determining Optimal Number of Clusters
Elbow Method
Silhouette Analysis
Gap Statistic
Information Criteria
Calinski-Harabasz Index
Davies-Bouldin Index
Cluster Validation
Internal Validation Measures
External Validation Measures
Stability Analysis
Bootstrap Methods
Cluster Interpretation
Cluster Profiling
Variable Means Comparison
Discriminant Analysis
Visualization Methods
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12. Canonical Correlation Analysis