Remarks on the abundance conjecture
classification
🧮 math.AG
keywords
abundancecanonicalfoldsconjectureassumingboundarydiscussdivisor
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We prove the abundance theorem for log canonical $n$-folds such that the boundary divisor is big assuming the abundance conjecture for log canonical $(n-1)$-folds. We also discuss the log minimal model program for log canonical $4$-folds.
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