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Koszul duality for finite-dimensional absolutely Koszul algebras
Let \(Λ\) be a finite-dimensional Koszul algebra. Using a description of the linear part of minimal projective resolutions in terms of Koszul duality, we prove that \(Λ\) is absolutely Koszul if and only if its Koszul dual \(Λ^{!}\) is graded left co-coherent. We further show that an absolutely Kosz
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