Abstract
Given a graded sequence of ideals on , having finite log canonical threshold, we show that if there are divisors over computing the log canonical threshold of , and such that the log discrepancies of the divisors are bounded, then the set is finite.
Citation
Mattias Jonsson. Mircea Mustaţă. "A finiteness property of graded sequences of ideals." Algebra Number Theory 6 (3) 561 - 571, 2012. https://doi.org/10.2140/ant.2012.6.561
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