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- W2112757004 abstract "N=(0,2) heterotic string theories on Calabi–Yau spaces are considered based on linear sigma approaches. We construct (0,2) sigma models on complete intersection Calabi–Yau spaces, ℳ, realized in a product of weighted projective spaces. The definition of the associating vector bundle V over ℳ is given. These models are formulated as the IR limits of (0,2) U (1) N gauged linear sigma models. Examining their phase structures, we observe that there are hybrid phases where one cannot intrinsically distinguish between the defining polynomials of the Calabi–Yau space ℳ and those of the gauge bundle V. Thus we construct dual pairs of two (0,2) Calabi–Yau sigma models which are isomorphic in their hybrid phases. In addition, generalizing the gauge bundle into the direct sum of bundles, we study the duality of (0,2) string vacua." @default.
- W2112757004 created "2016-06-24" @default.
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- W2112757004 date "1998-02-20" @default.
- W2112757004 modified "2023-09-27" @default.
- W2112757004 title "(0,2) CALABI–YAU SIGMA MODELS AND THEIR DUALITY" @default.
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- W2112757004 doi "https://doi.org/10.1142/s0217751x98000342" @default.
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