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A classification of maximal subgroups of odd index in finite simple groupswas given by Liebeck and Saxl and, independently, Kantor in 1980s. In the casesof alternating groups or classical groups of Lie type over fields of oddcharacteristics, the classification was not complete. The classification wascompleted by the author in 2008. In the cases of finite simple classical groupsof Lie type we used results obtained in Kleidman's PhD thesis. However there isa number of flaws in this PhD thesis. The flaws were corrected by Bray, Holt,and Roney-Dougal in 2013. In this note we provide a revision of theclassification of maximal subgroups of odd index in finite simple classicalgroups over fields of odd characteristics.

Classification of Maximal Subgroups of Odd Index in Finite Simple Classical groups: Addendum