If a smooth projective toric variety of dimension n≥2 satisfies uniform unimodularity and Thomsen stratification intersection-number conditions, then any line bundle L with L·C ≥ n-1+p on every T-invariant curve satisfies Property N_p.
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2 Pith papers cite this work. Polarity classification is still indexing.
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math.AG 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
Proves inductive relationships and supplies inner and outer bounds on the multigraded regularity regions of the complete flag variety under the Plücker embedding.
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On Property $N_p$ of line bundles on smooth projective toric varieties
If a smooth projective toric variety of dimension n≥2 satisfies uniform unimodularity and Thomsen stratification intersection-number conditions, then any line bundle L with L·C ≥ n-1+p on every T-invariant curve satisfies Property N_p.
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Multigraded Regularity of the Complete Flag Variety
Proves inductive relationships and supplies inner and outer bounds on the multigraded regularity regions of the complete flag variety under the Plücker embedding.