String cohomology of Calabi-Yau hypersurfaces via mirror symmetry
Sep, 2001Citations per year
Abstract:
We propose a construction of string cohomology spaces for Calabi-Yau hypersurfaces that arise in Batyrev's mirror symmetry construction. The spaces are defined explicitly in terms of the corresponding reflexive polyhedra in a mirror-symmetric manner. We draw connections with other approaches to the string cohomology, in particular with the work of Chen and Ruan.- string model
- supersymmetry
- symmetry: mirror
- space: Calabi-Yau
- cohomology
- topology
- geometry: algebra
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