On Measuring Causal Contributions via Do-Interventions

Abstract

Causal contributions measure the strengths of different causes to a target quantity. Understanding causal contributions is important in empirical sciences and data-driven disciplines since it allows to answer practical queries like “what are the contributions of each cause to the effect?” In this paper, we develop a principled method for quantifying causal contributions. First, we provide desiderata of properties axioms that causal contribution measures should satisfy and propose the do-Shapley values (inspired by do-interventions [Pearl, 2000]) as a unique method satisfying these properties. Next, we develop a criterion under which the do-Shapley values can be efficiently inferred from non-experimental data. Finally, we provide do-Shapley estimators exhibiting consistency, computational feasibility, and statistical robustness. Simulation results corroborate with the theory.

Cite

Text

Jung et al. "On Measuring Causal Contributions via Do-Interventions." International Conference on Machine Learning, 2022.

Markdown

[Jung et al. "On Measuring Causal Contributions via Do-Interventions." International Conference on Machine Learning, 2022.](https://mlanthology.org/icml/2022/jung2022icml-measuring/)

BibTeX

@inproceedings{jung2022icml-measuring,
  title     = {{On Measuring Causal Contributions via Do-Interventions}},
  author    = {Jung, Yonghan and Kasiviswanathan, Shiva and Tian, Jin and Janzing, Dominik and Bloebaum, Patrick and Bareinboim, Elias},
  booktitle = {International Conference on Machine Learning},
  year      = {2022},
  pages     = {10476-10501},
  volume    = {162},
  url       = {https://mlanthology.org/icml/2022/jung2022icml-measuring/}
}