Paper Overview
- Field: ML/Physics
- Authors: Jonathan Bongolan, Guillermo Romer, Christian Alis
- Published: 2026-04-30
- arXiv: 2604.28167
Summary
In this study, the authors use machine learning to classify and interpolate the phase structure of the Vicsek flocking model across the three-dimensional parameter space (eta, rho, v_0).
The methodology proceeds in stages:
1. A dataset of simulated parameter points is constructed, with each point characterized using long-time dynamical observables. 2. These observables serve as inputs to a K-Means clustering procedure, which assigns each point to a disorder, order, or coexistence phase. 3. The clustered labels are then used to train a neural-network classifier that learns the mapping from model parameters to phase behavior, reaching a classification accuracy of 0.92.
The resulting phase diagram resolves the narrow coexistence region separating the ordered and disordered phases, and the inferred phase boundaries extend beyond the originally sampled simulation points.
More broadly, the authors present this approach as a systematic pipeline for transforming sparse simulation data into global phase diagrams of collective motion models.
Original Abstract (excerpt)
> In this study, we use machine learning to classify and interpolate the phase structure of the Vicsek flocking model across the three-dimensional parameter space (eta, rho, v_0). We construct a dataset of simulated parameter points and characterize each point using long-time dynamical observables. These observables are then used as inputs to a K-Means clustering procedure, which assigns each point to a disorder, order, or coexistence phase. Using these clustered labels, we train a neural-network...
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