Defines log conifold transitions for index-two Fano threefold pairs, proves unconditional unobstructedness of deformations for both log resolutions and singular pairs, and constructs new non-Kähler threefolds.
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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
Classifies irreducible components of Kontsevich moduli spaces for genus one stable maps on degree 4 and 5 del Pezzo threefolds and verifies Geometric Manin's conjecture.
citing papers explorer
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Log Conifold Transitions
Defines log conifold transitions for index-two Fano threefold pairs, proves unconditional unobstructedness of deformations for both log resolutions and singular pairs, and constructs new non-Kähler threefolds.
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Moduli space of genus one curves on quartic and quintic del Pezzo threefolds
Classifies irreducible components of Kontsevich moduli spaces for genus one stable maps on degree 4 and 5 del Pezzo threefolds and verifies Geometric Manin's conjecture.