Uncertainty quantification qand propagation for ACORN - Lukas PERON

Uncertainty quantification qand propagation for ACORN - Lukas PERON

🎙 Lukas PERON 👥 5K 📅 October 9, 2025 ⏱ 33 min 👁 71 📄 original study 🧭 2026-08-16
Available in: English (current) Français

Keywords

uncertainty quantificationMonte Carlo dropoutgraph neural networksparticle trackingACORN

Summary

Lukas PERON presents his work on uncertainty quantification and propagation in ACORN, a geometric deep learning pipeline for particle tracking in high-energy physics experiments. The talk begins with an introduction to tracking, explaining the challenge of reconstructing particle trajectories from detector hits. ACORN uses a graph neural network to classify edges in a graph constructed from hits, followed by a rule-based algorithm to propose track candidates. PERON applies Monte Carlo dropout to estimate uncertainties in the GNN’s edge scores, distinguishing between aleatoric and epistemic uncertainties using information theory. He analyzes the behavior of these uncertainties with respect to track parameters like pseudorapidity and transverse momentum, finding that uncertainties are generally low and independent of these parameters except in regions with limited statistics. He also investigates how uncertainty propagates from the filter to the GNN, showing that filter-induced uncertainty contributes about half of the total GNN uncertainty. The main result is that the tracking efficiency has a very low standard deviation (0.04%), indicating ACORN’s robustness to component uncertainties. PERON also discusses calibration of scores, finding that while the GNN is underconfident, calibration does not significantly improve tracking efficiency if cuts are chosen wisely. He concludes with suggestions for future work, including applying the method to real ATLAS data and quantifying metric learning uncertainty.

212 words

Critical Evaluation

Value of the Information & Strength of the Argument

The talk provides valuable insights into uncertainty quantification in a complex deep learning pipeline for physics. The argumentation is solid, with clear explanations of the methods and results. The use of Monte Carlo dropout is well-justified given time and resource constraints, and the analysis of aleatoric vs. epistemic uncertainty is thorough. The propagation of uncertainty from one component to another is a novel and important contribution. The main limitation is the reliance on a toy dataset, which may not reflect real detector conditions, but the author acknowledges this and suggests future work. Overall, the value of the information is high for researchers in the field, and the argumentation is coherent and well-supported by the presented plots and statistics.

Scientific Rigor, Source Quality, Title Accuracy

The scientific rigor is adequate for a conference talk, with clear methodology and results. The author mentions that code is available on GitHub and a preprint on arXiv, but no specific URLs are provided in the talk. The title accurately reflects the content. The talk does not cite external sources explicitly, but it builds on established concepts like Monte Carlo dropout and information theory. The lack of peer review and the use of a toy dataset reduce the overall reliability, but the author is transparent about these limitations. The talk does not include a public comments section, so no analysis of audience feedback is possible.

238 words

Title / Content Match

The title accurately reflects the content, focusing on uncertainty quantification and propagation in the ACORN pipeline.

Quality & Reliability

7/10

Presentation of original research with clear methodology, but limited to a toy dataset and not peer-reviewed; results are preliminary.

Key Moments

Contribution & Novelties

The talk presents original work on uncertainty quantification and propagation in a specific deep learning pipeline for particle tracking. The main novelty is the systematic analysis of how uncertainties propagate through the pipeline components (filter to GNN to track proposal), and the finding that the overall tracking efficiency is highly robust to these uncertainties. The use of Monte Carlo dropout to separate aleatoric and epistemic uncertainties in this context is also a contribution. The author provides a clear methodology that can be applied to other similar pipelines.

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132 words

Radar Profile

The radar profile shows high scores in quantity and technical level, reflecting the detailed and specialized content. Quality and reliability are moderate, due to the preliminary nature and toy dataset. The overall profile suggests a technically strong but not yet fully validated work.

Reliability 6/10