6 citations · 28 across the 18 of their papers we have counts for
19 papers
Hodge Conjecture via Singular Varieties
Ananyo Dan, Inder Kaur
In this article we study the cohomological and homological (due to Jannsen) Hodge conjecture for singular varieties. The motivation for studying singular varieties comes from the f…
Extended operational Chow group and Lefschetz (1,1)-theorem
Ananyo Dan, Inder Kaur
Let be a singular, projective variety. For every , is equipped with a mixed Hodge structure. The elements of $\mathrm{Gr}^W_{2p}H^{2p}(X,\mathbb{Q})…
Remark on a theorem of Oguiso
Inder Kaur, Artie Prendergast-Smith
For a Calabi-Yau variety X, Oguiso gave a useful criterion for primitivity of a self-map of X in terms of the associated linear map on the Neron--Severi space of X. In this short n…
Mumford Tate groups and the Hodge conjecture
Ananyo Dan, Inder Kaur
In this article we study the (cohomological) Hodge conjecture for singular varieties. We prove the conjecture for simple normal crossing varieties that can be embedded in a family…
Descent theory of simple sheaves on -fields
Ananyo Dan, Inder Kaur
Let be a -field of any characteristic and a projective variety over . In this article we prove that for a finite Galois extension of , a simple sheaf with co…
Néron models of intermediate Jacobians associated to moduli spaces
Ananyo Dan, Inder Kaur
Let be a flat family of smooth, projective curves of genus , degenerating to an irreducible nodal curve with exactly one node. Fix an inverti…