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math.AG2022
Quartic and Quintic hypersurfaces with dense rational points
Alex Massarenti
Let be a quartic hypersurface of dimension over an infinite field . We show that if either contains a linear subspace of dimensi…
math.AG2022★ 1 cited
Bronowski's conjecture and the identifiability of projective varieties
Alex Massarenti, Massimiliano Mella
Let be an irreducible and non-degenerate variety of dimension . The Bronowski's conjecture predicts that is -identifiable if and only if the…
math.AG2022
On the unirationality of quadric bundles
Alex Massarenti
We prove that a general -fold quadric bundle , over a number field, with and discriminant of odd deg…