Reconstructing toric quiver flag varieties from a tilting bundle
/ Authors
/ Abstract
We prove that every toric quiver flag variety Y is isomorphic to a fine moduli space of cyclic modules over the algebra $$\mathrm{End}(T)$$End(T) for some tilting bundle T on Y. This generalises the well-known fact that can be recovered from the endomorphism algebra of .
Journal: European Journal of Mathematics