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The non-continuity conjecture for the Le Potier function on irregularity-zero surfaces
Le Potier non-continuity conjecture. The function $\Phi_{S,H}$ is not continuous at $0$ .
Conjecturerefutedalgebraic-surfaces le-potier-functions moduli-of-sheavesarXiv posted 2 days ago

The non-continuity conjecture for the Le Potier function on irregularity-zero surfaces