Open Access

Table B.1

Equations used for size calibration

Catalog Input parameters p1, p2, p3 Equations
DELVE a_image_r, R1 = p1
b_image_r, R2 = p2
theta_image_r PA = 180 − p3

SGA D26, BA, PA R1 = 30 p1
R2 = 30 p1 p2
PA = p3

HyperLEDA logD25, logR25, PA R1 = 1.3 · 3 · 10p1
R2 = 1.3 · 3 · 10p1p2
PA = p3

HECATE R1, R2, PA R1 = 1.3 · 60 p1
R2 = 1.3 · 60 p2
PA = p3

GLADE1 (R1_GWGC, R1_Hyp, R1_2MASS), R1 = 1.3 · max(p1)
(R2_GWGC, R2_Hyp, R2_2MASS), R2 = 1.3 · max(p2)
(PA_GWGC, PA_Hyp, PA_2MASS) PA = coalesce(p3)

DESI DR1 SHAPE_R, SHAPE_E1, SHAPE_E2 R1 = 2.5 p1 + 1.5
R2=R1(1(p22+p32)1/4)$\[R_2=R_1(1-(p_2^2+p_3^2)^{1 / 4})\]$
PA={tan1(p3/p2)p2>0tan1(p3/p2)+90p2<0$\[P A= \begin{cases}\tan ^{-1}\left(p_3 / p_2\right) & p_2>0 \\ \tan ^{-1}\left(p_3 / p_2\right)+90 & p_2<0\end{cases}\]$

DESI PV ShapeR, b/a, PA R1 = 2.5 p1 + 1.5
R2 = p2(2.5 p1 + 1.5)
PA = p3

Pan-STARRS rGalMajor, rGalMinor, rGalPhi R1=2.5p1α+0.5$\[R_1=2.5 ~p_1^\alpha+0.5\]$
R2=2.5p2α+0.5$\[R_2=2.5 ~p_2^\alpha+0.5\]$
PA = p3 + 90
α={1 Sersic model 0.6 de Vaucouleurs model $\[\alpha= \begin{cases}1 & \text { Sersic model } \\ 0.6 & \text { de Vaucouleurs model }\end{cases}\]$

SDSS deVRad_r, deVAB_r, deVPhi_r R1 = p1 + 1.5
R2 = p2 + 1.5
PA = p3

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