Reproducible $k$-means clustering in galaxy feature data from the GAMA survey

TL;DR

This paper demonstrates a scalable, reproducible application of $k$-means clustering to galaxy feature data from the GAMA survey, revealing multiple sub-populations and evolutionary pathways in the local Universe.

Contribution

It introduces a robust, unsupervised clustering method for high-dimensional galaxy data, suitable for large future surveys, and identifies distinct galaxy sub-populations.

Findings

Galaxy populations split into 2, 3, 5, and 6 sub-populations.

Local environment influences low-mass galaxy evolution.

Massive galaxies evolve more passively from blue to red.

Abstract

A fundamental bimodality of galaxies in the local Universe is apparent in many of the features used to describe them. Multiple sub-populations exist within this framework, each representing galaxies following distinct evolutionary pathways. Accurately identifying and characterising these sub-populations requires that a large number of galaxy features be analysed simultaneously. Future galaxy surveys such as LSST and Euclid will yield data volumes for which traditional approaches to galaxy classification will become unfeasible. To address this, we apply a robust $k$-means unsupervised clustering method to feature data derived from a sample of 7338 local-Universe galaxies selected from the Galaxy And Mass Assembly (GAMA) survey. This allows us to partition our sample into $k$ clusters without the need for training on pre-labelled data, facilitating a full census of our high dimensionality feature space and guarding against stochastic effects. We find that the local galaxy population natively splits into $2$, $3$, $5$ and a maximum of $6$ sub-populations, with each corresponding to a distinct ongoing evolutionary mechanism. Notably, the impact of the local environment appears strongly linked with the evolution of low-mass ($M_{*} < 10^{10}$ M$_{\odot}$) galaxies, with more massive systems appearing to evolve more passively from the blue cloud onto the red sequence. With a typical run time of $\sim3$ minutes per value of $k$ for our galaxy sample, we show how $k$-means unsupervised clustering is an ideal tool for future analysis of large extragalactic datasets, being scalable, adaptable, and providing crucial insight into the fundamental properties of the local galaxy population.