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Invariance, Causality and Novel Robustness

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Claim: causal regression coefficients are the minimizers of a worst‑case L2 risk over perturbations that do not act on Y, and a new estimator called anchor regression trades residual fit against correlation with observed anchor variables via a tunable gamma regularizer. It solves a convex objective (add L1 for high‑D), handles anchors that affect hidden confounders or Y, shows ~15–25% predictive gains on heterogeneous data, and extends heuristically to random‑forest‑style nonlinear adjustments, though identifiability can remain limited.

AI-written summary · about

  1. 0:00Intro
  2. 1:43Robust Statistics
  3. 3:26Causality
  4. 5:19Modern Applications
  5. 10:56The Meditators
  6. 12:48Heterogeneous Data
  7. 14:25Prediction Problem
  8. 15:59Robustness
  9. 17:02The Causality Solution
  10. 24:02Causality Definition
  11. 36:57Shifty
  12. 39:04Shift perturbation
  13. 40:56In practice
  14. 41:36Random forests
  15. 41:59Heterogeneity
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