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S09 · defense simulation

Defend a loan-default model to the risk committee

People, data and outputs in this scenario are simulated. Each stage is recorded when you commit; the reveal comes after.

  • 4stages
  • 35 minabout
  • 0stages committed

The brief

You built a gradient-boosted model that estimates the probability of default within 12 months for personal-loan applicants at a retail lender. All data and results here are synthetic, generated for this exercise, and money is in hypothetical units. In the simulation, 300,000 applications in time order; the model was trained on the approved loans of the first 70% (136,395 loans, 4,873 defaults, 3.6%) and tested out of time on the last 30% (90,000 applications, 58,605 approved). Your written report says:

  • Model: gradient boosting, AUC 0.741 on approved out-of-time loans, against 0.717 for the current logistic scorecard.
  • Decision rule: decline an applicant when the predicted default probability exceeds 7.7%.
  • Calibration: predicted 3.6% against actual 3.7% default among approved test loans.

The committee: the chief risk officer, the model-validation lead and the head of lending (all simulated). Answer in writing; in a live review you would say the same things aloud.

Stage 1 of 4

The validation lead: "A scorecard is auditable line by line. Why accept a boosted model for an AUC gain of 0.024?"

Your results (synthetic, approved out-of-time loans):

ScorecardGradient boosting
AUC, approved test loans0.7170.741
AUC difference by quarter of the test period+0.020, +0.025, +0.021, +0.028
Profit per 1,000 approved loans at the 7.7% rule85,33787,965

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