Applications of Persistent Homology in Nuclear Collisions
Greg Hamilton, Travis Dore, and Christopher Plumberg

TL;DR
This paper introduces persistent homology as a new method to analyze nuclear collisions, enabling the extraction of topological features and clustering signatures from complex particle distribution data.
Contribution
It presents a novel application of persistent homology to nuclear physics, providing new observables for characterizing collision dynamics and correlations.
Findings
Identification of topological features in collision data
Detection of clustering signatures in particle distributions
Revealing long-range flow correlations
Abstract
We introduce a novel set of observables associated to the rapidly developing field of persistent homology for the quantitative characterization of nuclear collisions and their evolution. Persistent homology allows for the identification of topological and homological characteristics of distributions in multi-dimensional spaces. We demonstrate here how to apply the toolset of persistent homology to the extraction of novel clustering signatures and the identification of long-range flow correlations in the particle production process of nuclear collisions.
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Taxonomy
TopicsTopological and Geometric Data Analysis
