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oaioai:open.bu.edu:2144/27128

Generalized SYZ mirror transformation

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Publication date
21 February 2018
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Abstract

Strominger-Yau-Zaslow proposed that mirror symmetry can be understood by torus duality. In this article we explain how it fits into a bigger framework, where tori are replaced by general Lagrangian immersions. The generalized construction is applicable to a wider class of geometries. We also give a brief introduction to our ongoing work on gluing local mirrors into global geometries

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Boston University Institutional Repository (OpenBU)

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oaioai:open.bu.edu:2144/27128
Last time updated on 09/07/2019

This paper was published in Boston University Institutional Repository (OpenBU).

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