Correction

This article refers to:

Some Singular Curves and Surfaces Arising from Invariants of Complex Reflection Groups

Article title: Some Singular Curves and Surfaces Arising from Invariants of Complex Reflection Groups

Author: Cédric Bonnafé

Journal: Experimental Mathematics

DOI: https://doi.org/10.1080/10586458.2018.1555778

When the article was first published online, Table 4 was published incorrectly. It has been corrected and republished online.

The corrected version of Table 4 is as follows:

Table 4. Singularities of the surfaces $\mathcal{Z}(F_u)$ for $u\in U_{\text{sing}}^{\text{irr}}$.

W	dr	$\left|U_{\text{sing}}^{\text{irr}}\right|$	ui	$|{\mathrm{Z}}_{\text{sing}}(F_{u_i})|$	Singularity
$G_{28}=\mathrm{W}(F_4)$	6	4	u1	12	A1
			u2	12	A1
			u3	48	A1
			u4	48	A1
G29	8	5	u1	40	A1
			u2	20	Ordinary, m = 3, μ = 11, τ = 10
			u3	160	A1
			u4	80	A1
			u5	80	A1
$G_{30}=\mathrm{W}(H_4)$	12	4	u1	300	A1
			u2	60	A1
			u3	360	A1
			u4	600	A1
G31	20	5	u1	480	A1
			u2	960	A1
			u3	1920	A1
			u4	640	A3
			u5	1440	A2
G32	24	4	u1	40	Ordinary, m = 6, μ = 125, τ = 125
			u2	360	Non-ordinary, m = 3, μ = 18, τ = 18
			u3	1440	D4
			u4	540	Non-simple, non-ordinary, m = 2, μ = 9, τ = 9