11 citations · 14 across the 2 of their papers we have counts for
2 papers
math.AG2016★ 3 cited
The global derived period map
Carmelo Di Natale, Julian V. S. Holstein
Abstract. We develop the global period map in the context of derived geometry, generalising Griffiths' classical period map as well as the infinitesimal derived period map. We begi…
math.AG2015★ 11 cited
Hodge Theory and Deformations of Affine Cones of Subcanonical Projective Varieties
Carmelo Di Natale, Enrico Fatighenti, Domenico Fiorenza
We investigate the relation between the Hodge theory of a smooth subcanonical -dimensional projective variety and the deformation theory of the affine cone over . W…