15 citations · 27 across the 3 of their papers we have counts for
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math.AG2003★ 10 cited
On a classical correspondence between K3 surfaces II
Carlo Madonna, Viacheslav V. Nikulin
Let X be a K3 surface and H a primitive polarization of degree H^2=2a^2, a>1. The moduli space of sheaves over X with the isotropic Mukai vector (a,H,a) is again a K3 surface Y whi…
math.AG2002★ 15 cited
On a classical correspondence between K3 surfaces
Carlo Madonna, Viacheslav V. Nikulin
Let X be a K3 surface which is intersection of three (a net P^2) of quadrics in P^5. The curve of degenerate quadrics has degree 6 and defines a double covering of P^2 K3 surface Y…
math.AG2002★ 2 cited
A remark on K3s of Todorov type (0,9) and (0,10)
C. Madonna
Frequentely it happens that isogenous (in the sense of Mukai) K3 surfaces are partners of each other and sometimes they are even isomorphic. This is due, in some cases, to the (too…