We prove that for $l\geq 3$ the space of Brdgeland stability conditions on the $l$-Kronecker quiver is ${\mathbb C} \times \mathcal H$ as a complex manifold. Click to show full abstract
We prove that for $l\geq 3$ the space of Brdgeland stability conditions on the $l$-Kronecker quiver is ${\mathbb C} \times \mathcal H$ as a complex manifold.
               
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