Portrait of Justine Zeghal is unavailable

Justine Zeghal

Postdoctorate - Université de Montréal
Co-supervisor
Research Topics
Bayesian Inference
Cosmology
Generative Models
Probabilistic Models

Publications

Opportunities in AI/ML for the Rubin LSST Dark Energy Science Collaboration
LSST Dark Energy Science Collaboration
Eric Aubourg
Camille Avestruz
Matthew R. Becker
Biswajit Biswas
Rahul Biswas
Boris Bolliet
Adam S. Bolton
Clecio R. Bom
Raphaël Bonnet-Guerrini
Alexandre Boucaud
Jean-Eric Campagne
Chihway Chang
Aleksandra Ćiprijanović
Johann Cohen-Tanugi
Michael W. Coughlin
John Franklin Crenshaw
Juan C. Cuevas-Tello
Juan de Vicente
Seth W. Digel … (see 46 more)
Steven Dillmann
Mariano Javier de León Dominguez Romero
Alex Drlica-Wagner
Sydney Erickson
Alexander T. Gagliano
Christos Georgiou
Aritra Ghosh
Matthew Grayling
Kirill A. Grishin
Alan Heavens
Lindsay R. House
Mustapha Ishak
Wassim Kabalan
Arun Kannawadi
François Lanusse
C. Danielle Leonard
Pierre-François Léget
Michelle Lochner
Yao-Yuan Mao
Peter Melchior
Grant Merz
Martin Millon
Anais Möller
Gautham Narayan
Yuuki Omori
Hiranya Peiris
Andrés A. Plazas Malagón
Nesar Ramachandra
Benjamin Remy
Cécile Roucelle
Jaime Ruiz-Zapatero
Stefan Schuldt
Ignacio Sevilla-Noarbe
Ved G. Shah
Tjitske Starkenburg
Stephen Thorp
Laura Toribio San Cipriano
Tilman Tröster
Roberto Trotta
Padma Venkatraman
Amanda Wasserman
Tim White
Tianqing Zhang
Yuanyuan Zhang
The Vera C. Rubin Observatory's Legacy Survey of Space and Time (LSST) will produce unprecedented volumes of heterogeneous astronomical data… (see more) (images, catalogs, and alerts) that challenge traditional analysis pipelines. The LSST Dark Energy Science Collaboration (DESC) aims to derive robust constraints on dark energy and dark matter from these data, requiring methods that are statistically powerful, scalable, and operationally reliable. Artificial intelligence and machine learning (AI/ML) are already embedded across DESC science workflows, from photometric redshifts and transient classification to weak lensing inference and cosmological simulations. Yet their utility for precision cosmology hinges on trustworthy uncertainty quantification, robustness to covariate shift and model misspecification, and reproducible integration within scientific pipelines. This white paper surveys the current landscape of AI/ML across DESC's primary cosmological probes and cross-cutting analyses, revealing that the same core methodologies and fundamental challenges recur across disparate science cases. Since progress on these cross-cutting challenges would benefit multiple probes simultaneously, we identify key methodological research priorities, including Bayesian inference at scale, physics-informed methods, validation frameworks, and active learning for discovery. With an eye on emerging techniques, we also explore the potential of the latest foundation model methodologies and LLM-driven agentic AI systems to reshape DESC workflows, provided their deployment is coupled with rigorous evaluation and governance. Finally, we discuss critical software, computing, data infrastructure, and human capital requirements for the successful deployment of these new methodologies, and consider associated risks and opportunities for broader coordination with external actors.
MIRA: A Score for Conditional Distribution Accuracy and Model Comparison
We present Mira, a method for estimating the expected probability that samples from a candidate conditional distribution match the true, unk… (see more)nown conditional distribution, for which only data-label pairs are available. We derive theoretical bounds obtained when the candidate distribution matches the true one and when the conditional distributions are independent. This framework thus enables model comparison by quantifying the alignment between the conditional distribution of a candidate model and the data-label pairs of the true model. Consequently, Mira enables Bayesian model comparison through direct posterior validation, bypassing the challenging evidence computation. We demonstrate its effectiveness across several toy problems and Bayesian inference tasks.
Bridging Simulators with Conditional Optimal Transport