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Hassett–Tschinkel's numerical conjecture for Lagrangian planes in generalized Kummer varieties
Let $M$ be a holomorphic symplectic variety of generalized Kummer type and dimension $2n$ , and let $R\in H_2(M,\mathbb{Z})$ be the class of a line in a Lagrangian $n$ -plane in $M$ .…
Conjectureopengeneralized-kummer-varieties holomorphic-symplectic-geometry lagrangian-planesarXiv posted 2 days ago

Hassett–Tschinkel's numerical conjecture for Lagrangian planes in generalized Kummer varieties