Tag Archives: Ewen Gallic

CASdatasets 1.2.0

Nearly ten years ago, Chrisophe Dutang and I launched a curated collection of datasets featured in Computational Actuarial Science with R, bundled in the CASdatasets R package. Now, this package offers an extensive range of actuarial datasets, serving as a vital resource for students, educators, and researchers alike. We’re excited to unveil version 1.2.0, which includes new vignettes created this summer with Ewen Gallic and Julien Siharath. Explore the latest additions at

https://dutangc.github.io/CASdatasets/index.html

and feel free to contribute with your own applications of these datasets! Observe that a DOI has been assigned to the package:

https://doi.org/10.57745/P0KHAG

Probabilistic Scores of Classifiers, Calibration is not Enough

Our paper “Probabilistic Scores of Classifiers, Calibration is not Enough”, with Agathe Fernandes Machado, Emmanuel Flachaire, Ewen Gallic and François Hu is now available on https://arxiv.org/abs/2408.03421

In binary classification tasks, accurate representation of probabilistic predictions is essential for various real-world applications such as predicting payment defaults or assessing medical risks. The model must then be well-calibrated to ensure alignment between predicted probabilities and actual outcomes. However, when score heterogeneity deviates from the underlying data probability distribution, traditional calibration metrics lose reliability, failing to align score distribution with actual probabilities. In this study, we highlight approaches that prioritize optimizing the alignment between predicted scores and true probability distributions over minimizing traditional performance or calibration metrics. When employing tree-based models such as Random Forest and XGBoost, our analysis emphasizes the flexibility these models offer in tuning hyperparameters to minimize the Kullback-Leibler (KL) divergence between predicted and true distributions. Through extensive empirical analysis across 10 UCI datasets and simulations, we demonstrate that optimizing tree-based models based on KL divergence yields superior alignment between predicted scores and actual probabilities without significant performance loss. In real-world scenarios, the reference probability is determined a priori as a Beta distribution estimated through maximum likelihood. Conversely, minimizing traditional calibration metrics may lead to suboptimal results, characterized by notable performance declines and inferior KL values. Our findings reveal limitations in traditional calibration metrics, which could undermine the reliability of predictive models for critical decision-making.

Sequential Conditional Transport on Probabilistic Graphs for Interpretable Counterfactual Fairness

Our paper “Sequential Conditional Transport on Probabilistic Graphs for Interpretable Counterfactual Fairness“, written with Agathe Fernandes Machado and Ewen Gallic, is now online

In this paper, we link two existing approaches to derive counterfactuals: adaptations based on a causal graph, as suggested in Plečko and Meinshausen (2020) and optimal transport, as in De Lara et al. (2024). We extend “Knothe’s rearrangement” Bonnotte (2013) and “triangular transport” Zech and Marzouk (2022) to probabilistic graphical models, and use this counterfactual approach, referred to as sequential transport, to discuss individual fairness. After establishing the theoretical foundations of the proposed method, we demonstrate its application through numerical experiments on both synthetic and real datasets.

IDSC’24, Insurance Data Science Conference, in Stockholm

Great time at the IDSC’24, Insurance Data Science Conference, in Stockholm, those two days…

I am glad to see so many people using the datasets of the CASdatasets package… good news, we are working with Christophe Dutang, Julien Siharath and Ewen Gallic this summer to enrich it, with fresh and new data, and with vignettes ! more about it this Fall !