Lagrangian families of Bridgeland moduli spaces from Gushel-Mukai fourfolds and double EPW cubes
Let $ X $ be a very general Gushel-Mukai (GM) variety of dimension $ n\geq 4$, and let $ Y
$ be a smooth hyperplane section. There are natural pull-back and push-forward functors …
$ be a smooth hyperplane section. There are natural pull-back and push-forward functors …