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TOPOLOGICAL STRINGS AND SPECIAL HOLONOMYMANIFOLDS

机译:拓扑字符串和特殊的全文义务

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We define new topological theories related to sigma models whose target space is a 7 dimensional manifold of Gi holonomy We show how to define the topological twist and identify the BRST operator and the physical states Correlations functions at genus zero are computed and related to Hitchin's topological action for three-forms. We conjecture that one can extend this definition to all genus and construct a seven-dimensional topological string theory. In contrast to the four-dimensional case, it does not seem to compute terms in the low-energy effective action in three dimensions.
机译:我们定义了与Sigma模型相关的新拓扑理论,其目标空间是GI全体的7维歧管,我们展示了如何定义拓扑扭曲并识别BRST运算符,并且计算零属的相关功能与Hitchin的拓扑动作相关三种形式。我们猜想人们可以将这种定义扩展到所有属,并构建七维拓扑串理论。与四维情况相比,它似乎在三维中的低能量有效动作中似乎没有计算术语。

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