Graph Path Likelihood for Galaxy Formation on Layered Halo Graphs
Daneng Yang

TL;DR
This paper introduces a Graph Path Likelihood Model (GPLM) for galaxy formation, enabling explicit likelihoods conditioned on assembly history and environment, improving predictions and diagnostics in cosmological simulations.
Contribution
The paper develops a novel GPLM framework on layered halo graphs, integrating causal transport and environmental conditioning, with applications to galaxy evolution modeling.
Findings
GPLM improves stellar and gas mass predictions over transport-only baselines.
Higher-order satellites have higher dark-matter deficiency incidence.
Gas-rich responses show more diverse environmental processing histories.
Abstract
Likelihood-based forward modeling is standard in galaxy formation, but most implementations are formulated as forward maps rather than explicit trajectory-level likelihoods conditioned jointly on assembly history and environment. We introduce a Graph Path Likelihood Model (GPLM) on layered halo graphs, where temporal edges encode causal transport and coeval host edges encode environmental conditioning. On a fixed layered graph, the graph-conditioned path measure is written as , where is an effective action for dynamical increments, currently implemented as a Gaussian Onsager-Machlup term, and is a boundary measure for node entry. We also discuss a minimal preferential attachment-detachment prescription for the graph probability , which facilitates placing the likelihood within…
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