Twisted copies of the derived category of a quiver form the start of a semiorthogonal decomposition inside its moduli space's derived category, in verified examples and under a Teleman criterion.
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Partial semiorthogonal decompositions for quiver moduli
Twisted copies of the derived category of a quiver form the start of a semiorthogonal decomposition inside its moduli space's derived category, in verified examples and under a Teleman criterion.