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- W1596480558 abstract "Suppose that $X = Spec R$ is an $F$-finite normal variety in characteristic $p > 0$. In this paper we show that the big test ideal $tau_b(R) = tld tau(R)$ is equal to $sum_{Delta} tau(R; Delta)$ where the sum is over $Delta$ such that $K_X + Delta$ is $bQ$-Cartier. This affirmatively answers a question asked by various people, including Blickle, Lazarsfeld, K. Lee and K. Smith. Furthermore, we have a version of this result in the case that $R$ is not even necessarily normal." @default.
- W1596480558 created "2016-06-24" @default.
- W1596480558 creator A5034640542 @default.
- W1596480558 date "2009-06-23" @default.
- W1596480558 modified "2023-09-27" @default.
- W1596480558 title "Test ideals in non-Q-Gorenstein rings" @default.
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