Every sequence of generalized log canonical flips on a normal globally Weil Q-factorial compact Kähler fourfold terminates when each flip is a projective small diagram with the stated opposite ample signs, rational boundary, and one fixed nef Q-Cartier b-divisor on a projective modification.
Every sequence of generalized log canonical flips on a normal globally Weil Q-factorial compact Kähler fourfold terminates when each flip is a projective small diagram with the stated opposite ample signs, rational boundary, and one fixed nef Q-Cartier b-divisor on a projective modification.
Every sequence of generalized log canonical flips on a normal globally Weil Q-factorial compact Kähler fourfold terminates when each flip is a projective small diagram with the stated opposite ample signs, rational boundary, and one fixed nef Q-Cartier b-divisor on a projective modification.
If correct, extends termination to specified generalized log canonical flip sequences on compact Kähler fourfolds without a pseudo-effectivity or scaling assumption.
Can a sequence of the specified generalized log canonical flips on a compact Kähler fourfold continue indefinitely?
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OpenAI reports termination of generalized log canonical Kähler fourfold flips
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