The inverse Monge-Ampere flow converges under bounds such as bounded sup or alpha-invariant above n/(n+1), and diverging trajectories generate proper Nadel multiplier ideal sheaves.
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Convergence of the inverse Monge-Ampere flow and Nadel multiplier ideal sheaves
The inverse Monge-Ampere flow converges under bounds such as bounded sup or alpha-invariant above n/(n+1), and diverging trajectories generate proper Nadel multiplier ideal sheaves.