Mirror Principle II
arXiv:math/9905006
Abstract
We generalize our theorems in "Mirror Principle I" to a class of balloon manifolds. Many of the results are proved for convex projective manifolds. In a subsequent paper, Mirror Principle III, we will extend the results to projective manifolds without the convexity assumption.
plain tex. appearing in Asian J. Math, March 99
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- Wall-Crossings in Toric Gromov-Witten Theory I: Crepant Examples
- Elliptic Gromov - Witten invariants and the generalized mirror conjecture
- D-branes and Normal Functions
- Open Gromov-Witten Invariants of Toric Calabi-Yau 3-Folds
- Quantum D-modules and equivariant Floer theory for free loop spaces
- Localized standard versus reduced formula and genus one local Gromov-Witten invariants
- Witten's Geometric Quantization of the Moduli of CY Threefolds
- Identification of Two Frobenius Manifolds In Mirror Symmetry