Boundedness for codimension two submanifolds of quadrics
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Arrondo, Sols and De Cataldo proved that there are only finitely many families of codimension two subvarieties not of general type in the smooth quadric of dimension $n+2$ for $n\ge 2 $, $n\neq 4$. In this paper we drop the assumption $n\neq 4$ from the previous result (obviously the assumption $n\ge 2$ cannot be removed).
AMS-LaTeX v2e, 22 pages, to the memory of Fernando Serrano
AMS-LaTeX v2e, 22 pages, to the memory of Fernando Serrano