AI 420 · Year 4 · Semester 2 · 3 credits · AI & Machine Learning
Explainable AI, Fairness & Model Governance in Insurance
From black-box predictive power to defensible actuarial decisions: mastering explainability, algorithmic fairness, and model governance.
Auditing the Black Box
When Centennial Mutual's flagship auto pricing model faces an unexpected regulatory audit under Colorado SB21-169, newly appointed Model Risk Actuary Maya Lin must dissect, explain, debias, and govern a high-dimensional gradient-boosted machine before the state insurance commissioner revokes their license to underwrite.
At six fifteen on a Monday morning, Maya Lin's desk phone rings. It is the Chief Actuary. The Colorado Division of Insurance has just flagged Centennial's pending personal auto rate filing for an emergency investigatory review: their brand-new LightGBM frequency-severity model is quoting thirty percent higher premiums in zip codes with high minority populations, and the rate filing contains zero interpretable rating relativities. Maya has seventy-two hours to explain how the model actually makes its predictions.
Transcript
At six fifteen on a Monday morning, Maya Lin's desk phone rings. It is the Chief Actuary. The Colorado Division of Insurance has just flagged Centennial's pending personal auto rate filing for an emergency investigatory review: their brand-new LightGBM frequency-severity model is quoting thirty percent higher premiums in zip codes with high minority populations, and the rate filing contains zero interpretable rating relativities. Maya has seventy-two hours to explain how the model actually makes its predictions.
- Formulate Partial Dependence Plots (PDP) and pinpoint why feature correlation causes them to evaluate impossible risk profiles.
- Construct Accumulated Local Effects (ALE) curves from conditional distributions to eliminate out-of-distribution extrapolation.
- Derive Shapley values from cooperative game theory and prove how the four fundamental axioms enable exact additive feature attribution for complex insurance pricing models.