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Abstract: We introduce a duality construction for toric Landau-Ginzburg models,applicable to complete intersections in toric varieties via the sigma model -Landau-Ginzburg model correspondence. This construction is shown to reconstructthose of Batyrev-Borisov, Berglund-H-ubsch, Givental, and Hori-Vafa. It can bedone in more general situations, and provides partial resolutions when theabove constructions give a singular mirror. An extended example is given: theLandau-Ginzburg models dual to elliptic curves in P^1^2 .



Autor: Patrick Clarke

Fuente: https://arxiv.org/







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