A Comparison of Methods for Determining the Age Distribution of Star Clusters: Application to the Large Magellanic Cloud
Rupali Chandar (University of Toledo), Bradley C. Whitmore (Space, Telescope Science Institute), and S. Michael Fall (Space Telescope Science, Institute)

TL;DR
This paper compares methods for determining the age distribution of star clusters in the Large Magellanic Cloud, finding a consistent power-law decline and suggesting a universal early disruption process across various galaxy types.
Contribution
It demonstrates that direct counting and the M_max method yield consistent results for the cluster age distribution, clarifying previous discrepancies.
Findings
The age distribution follows approximately a power law with gamma ≈ -0.8.
Including massive, young clusters is crucial for accurate age distribution analysis.
The declining age distribution appears universal across different galaxy types.
Abstract
The age distribution of star clusters in nearby galaxies plays a crucial role in evaluating the lifetimes and disruption mechanisms of the clusters. Two very different results have been found recently for the age distribution chi(t) of clusters in the Large Magellanic Cloud (LMC). We found that chi(t) can be described approximately by a power law chi(t) propto t^{gamma}, with gamma -0.8, by counting clusters in the mass-age plane, i.e., by constructing chi(t) directly from mass-limited samples. Gieles & Bastian inferred a value of gamma~, based on the slope of the relation between the maximum mass of clusters in equal intervals of log t, hereafter the M_max method, an indirect technique that requires additional assumptions about the upper end of the mass function. However, our own analysis shows that the M_max method gives a result consistent with our direct counting method for clusters…
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