3 citations · 4 across the 4 of their papers we have counts for
4 papers
Algebraic cycles on hyper-Kähler varieties of generalized Kummer type
Salvatore Floccari, Mauro Varesco
We prove the conjectures of Hodge and Tate for any four-dimensional hyper-Kähler variety of generalized Kummer type. For an arbitrary variety of generalized Kummer type, we sho…
Hodge similarities, algebraic classes, and Kuga-Satake varieties
Mauro Varesco
We introduce in this paper the notion of Hodge similarities of transcendental lattices of hyperkähler manifolds and investigate the Hodge conjecture for these Hodge morphisms. Stud…
Towards generic base-point-freeness for hyperkähler manifolds of generalized Kummer type
Mauro Varesco
We study base-point-freeness for big and nef line bundles on hyperkähler manifolds of generalized Kummer type: For , we show that, generically in all but a finite n…
The Hodge conjecture for powers of K3 surfaces of Picard number 16
Mauro Varesco
We study the Hodge conjecture for powers of K3 surfaces and show that if the Kuga--Satake correspondence is algebraic for a family of K3 surfaces of generic Picard number 16, then…