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Understanding Lift Charts and Classification Metrics
Oct 2, 2024
Lecture Notes on Lift Chart and Classification Metrics
Lift Chart
Lift Chart Explanation
Used to evaluate the performance of a classification model.
Blue curve point (10, 5): Selecting 10 observations with the highest probabilities of being class 1, 5 are actual class 1.
Red curve point (10, 2.2): Randomly selecting 10 observations, 2.2 are expected to be class 1.
Decile-wise Lift Chart
First decile: 5 observations most likely in class 1.
Compares actual class 1 to random selection within decile groups.
First decile lift: 3/1.1, representing the height of the first bar.
Classification Metrics
Sensitivity/Recall
: Ability to predict class 1 correctly, calculated as 1 minus the class 1 error rate.
Specificity
: Ability to predict class 0 correctly, calculated as 1 minus the class 0 error rate.
Precision
: Proportion of predicted class 1 that are actual class 1.
F1 Score
: Combines precision and sensitivity.
Receiver Operating Characteristic (ROC)
Graphical display of classifier's trade-off between sensitivity and specificity.
Area Under the ROC Curve (AUC): Larger AUC indicates better performance.
Estimation of Continuous Outcomes
Average Error
: Negative overestimates, positive underestimates an outcome variable.
Root Mean Squared Error (RMSE)
: Evaluates model performance.
Logistic Regression
Purpose
: Classify binary categorical outcomes (0 or 1).
Odds and Logit Function
: Odds defined as P/(1-P), logistic regression uses logit function to model probabilities.
Logistic Function
: S-shaped curve fitting probabilities between 0 and 1.
Model Implementation
: Uses explanatory variables to determine best estimates for coefficients.
K-Nearest Neighbors (K-NN)
Purpose
: Classify categorical outcomes or estimate continuous outcomes.
Euclidean Distance
: Measures similarity.
K-Value
: Defines the number of nearest neighbors considered.
Classification
: New observation classifies based on majority class of nearest neighbors.
Future Topics
Exploration on classification and regression trees.
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