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Probability Integral Transform: Theory and Applications
An in-depth guide to understanding and applying the Probability Integral Transform in various fields, from finance to statistics.
Read articleUnderstanding Probability and Odds
Discover the difference between probability and odds in biostatistics, and how these concepts apply to data science and machine learning. A clear explanation...
Read articleCredit-Score Gini: Ranking Is Not Calibration
In binary credit scoring, the model Gini is a linear transformation of ROC AUC. It measures ranking discrimination, not calibration, default rate, or economi...
Read articleBhattacharyya Distance: Measuring Distribution Overlap
Bhattacharyya distance measures overlap between probability distributions. It should be treated separately from predictive loss functions such as squared err...
Read articleMarkov Chains: State, Recurrence, Stationarity, and Mixing
A Markov chain is a stochastic process whose future evolution is conditionally independent of the distant past once the present state is known. That sentence...
Read articleRegularization: Geometry, Bias, and Statistical Control
Regularization is often introduced as a practical device for preventing overfitting, but that description is too shallow to explain what the method actually ...
Read articleFeature Engineering: Representation, Leakage, and Validation
Feature engineering is often described as the process of creating variables that help a machine-learning model predict more accurately. That description is c...
Read articleAI Fairness: Metrics, Trade-offs, Causal Assumptions, and Governance
Fairness in machine learning is often presented as though it were a technical property that can be measured once the model has been trained. That framing is ...
Read articleDetecting Multivariate Data Drift: From Distribution Shift to Model Risk
Multivariate data drift is a change in the joint distribution of model inputs. Detecting it requires tests that respect dependence structure, representation,...
Read articleP-Values: Sampling Models, Evidence, and Statistical Decisions
Few statistical quantities are used as widely, or interpreted as carelessly, as the p-value. The problem is not that the definition is especially complicated...
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