Browsing by Subject "Secondary: 14F08"

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  • Descent of tautological sheaves from Hilbert schemes to Enriques manifolds 
    Reede, Fabian (Berlin ; Heidelberg [u.a.] : Springer, 2024)
    Let X be a K3 surface which doubly covers an Enriques surface S. If n∈N is an odd number, then the Hilbert scheme of n-points X[n] admits a natural quotient S[n]. This quotient is an Enriques manifold in the sense of Oguiso ...