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- W2950243222 abstract "We present an easily applicable sufficient condition for standard Koszul algebras to be Koszul with respect to $Delta$. If a quasi-hereditary algebra $L$ is Koszul with respect to $Delta$, then $L$ and the Yoneda extension algebra of $Delta$ are Koszul dual in a sense explained below, implying in particular that their bounded derived categories of finitely generated graded modules are equivalent. We also prove that the extension algebra of $Delta$ is Koszul in the classical sense." @default.
- W2950243222 created "2019-06-27" @default.
- W2950243222 creator A5028386457 @default.
- W2950243222 date "2012-01-02" @default.
- W2950243222 modified "2023-09-25" @default.
- W2950243222 title "Quasi-hereditary algebras and generalized Koszul duality" @default.
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