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Koszul Duality for Quadratic Monomial Algebras
Let \(Λ\) be a quadratic monomial algebra and let \(Λ^{!}\) denote its Koszul dual. We study finitely presented and finitely copresented graded modules over \(Λ\) and \(Λ^{!}\), and use this structure to obtain explicit forms of derived and singular Koszul duality. We prove that quadratic monomial a
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