Geometric Transitions and Mixed Hodge Structures

Abstract

We formulate and prove a B-model disc level large N duality result for general conifold transitions between compact Calabi-Yau spaces using degenerations of Hodge structures.

19 pages

References in corpus (8)

• Mirror Symmetry, D-Branes and Counting Holomorphic Discs
• N=1 Special Geometry, Mixed Hodge Variations and Toric Geometry
• Holomorphic N=1 Special Geometry of Open--Closed Type II Strings
• $G_2$ Manifolds, Mirror Symmetry and Geometric Engineering
• Geometric transitions and integrable systems
• Cohomology and Obstructions II: Curves on K-trivial threefolds
• Open string mirror maps from Picard- Fuchs equations on relative cohomology
• Computations on B-model geometric transitions

Cited by in corpus (1)

• Geometric transitions and integrable systems