2018
DOI: 10.1093/mnrasl/sly054
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Gradient pattern analysis applied to galaxy morphology

Abstract: Gradient pattern analysis (GPA) is a well-established technique for measuring gradient bilateral asymmetries of a square numerical lattice. This paper introduces an improved version of GPA designed for galaxy morphometry. We show the performance of the new method on a selected sample of 54,896 objects from the SDSS-DR7 in common with Galaxy Zoo 1 catalog. The results suggest that the second gradient moment, G 2 , has the potential to dramatically improve over more conventional morphometric parameters. It separ… Show more

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Cited by 12 publications
(21 citation statements)
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References 23 publications
(47 reference statements)
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“…Methodologies for computing non-parametric morphological metrics have been presented by several authors (Morgan and Mayall, 1957;Kent, 1985;Abraham et al, 1996;Takamiya, 1999;Conselice, 2003;Lotz et al, 2004;Ferrari et al, 2015;Rosa et al, 2018). In this section, we present CyMorph -a non-parametric galaxy morphology system which determines Concentration (C), Asymmetry (A), Smoothness (S), Entropy (H) and Gradient Pattern Analysis (GPA) metrics.…”
Section: Advances In Non-parametric Galaxy Morphology -Cy-morphmentioning
confidence: 99%
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“…Methodologies for computing non-parametric morphological metrics have been presented by several authors (Morgan and Mayall, 1957;Kent, 1985;Abraham et al, 1996;Takamiya, 1999;Conselice, 2003;Lotz et al, 2004;Ferrari et al, 2015;Rosa et al, 2018). In this section, we present CyMorph -a non-parametric galaxy morphology system which determines Concentration (C), Asymmetry (A), Smoothness (S), Entropy (H) and Gradient Pattern Analysis (GPA) metrics.…”
Section: Advances In Non-parametric Galaxy Morphology -Cy-morphmentioning
confidence: 99%
“…• Gradient Pattern Analysis (GPA) is a well-established method to estimate the local gradient properties of a set of points, which is generally represented in a twodimensional (2D) space (Rosa et al, 1999;Ramos et al, 2000;Rosa et al, 2003). We use the improved version of GPA developed for galaxy morphology (see Rosa et al (2018) and references therein for more details).…”
Section: Advances In Non-parametric Galaxy Morphology -Cy-morphmentioning
confidence: 99%
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“…The well known T-Type and eclass 2 , plus G 2 . The parameter G 2 is the second gradient moment within the GPA (Gradient Pattern Analysis) formalism (Rosa et al 1999;Andrade et al 2006;Rosa et al 2018;Barchi et al 2020). After a comparative analysis considering other morphometric parameters, Rosa et al (2018) find that G 2 is the one with best performance (90% success) to separate elliptical and spiral galaxies, motivating our choice to use it.…”
Section: A Physically Intermediate Population?mentioning
confidence: 99%