The dynamical memory of tidal stellar streams: Joint inference of the Galactic potential and the progenitor of GD-1 with flow matching
astro-ph.GA, physics.class-ph, physics.data-an, physics.space-ph
Submitted: 2025-12-04
Updated: 2025-12-04
Comments: submitted to A&A, comments welcome, all source code to reproduce this work can be found on GitHub under the url: https://github.com/vepe99/sbi-sim/tree/odisseo_branch . The simulator \textsc{\texttt{Odisseo}} is available on GitHub at the following url: https://github.com/vepe99/Odisseo
Journal ref: A&A 707, A363 (2026)
DOI: 10.1051/0004-6361/202558358
Code: https://github.com/vepe99/sbi-sim
License: http://creativecommons.org/licenses/by/4.0/
The gist: Stellar streams offer one of the most sensitive probes of the Milky Way`s gravitational potential, as their phase-space morphology encodes both the tidal field of the host galaxy and the internal
Terminology
Abstract
Stellar streams offer one of the most sensitive probes of the Milky Way`s gravitational potential, as their phase-space morphology encodes both the tidal field of the host galaxy and the internal structure of their progenitors. In this work, we introduce a framework that leverages Flow Matching and Simulation-Based Inference (SBI) to jointly infer the parameters of the GD-1 progenitor and the global properties of the Milky Way potential. Our aim is to move beyond traditional techniques (e.g. orbit-fitting and action-angle methods) by constructing a fully Bayesian, likelihood-free posterior over both host-galaxy parameters and progenitor properties, thereby capturing the intrinsic coupling between tidal stripping dynamics and the underlying potential. To achieve this, we generate a large suite of mock GD-1-like streams using our differentiable N-body code Odisseo, sampling self-consistent initial conditions from a Plummer sphere and evolving them in a flexible Milky Way potential model. We then apply conditional Flow Matching to learn the vector field that transports a base Gaussian distribution into the posterior, enabling efficient, amortized inference directly from stream phase-space data. We demonstrate that our method successfully recovers the true parameters of a fiducial GD-1 simulation, producing well-calibrated posteriors and accurately reproducing parameter degeneracies arising from progenitor-host interactions. Flow Matching provides a powerful, flexible framework for Galactic Archaeology. Our approach enables joint inference on progenitor and Galactic parameters, capturing complex dependencies that are difficult to model with classical likelihood-based methods.
Sources
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- On Neural Differential Equations
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