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Holomorphic Anomalies in Topological Field Theories

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arxiv hep-th/9302103 v1 pith:OO2MQXN7 submitted 1993-02-22 hep-th alg-geommath.AG

M.Bershadsky , S.Cecotti , H.Ooguri , C.Vafa , S.Katz This is my paper
classification hep-thalg-geommath.AG
keywords functionpartitiontopologicalapplicationcomputeholomorphicanomaliesanomaly
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abstract

We study the stringy genus one partition function of $N=2$ SCFT's. It is shown how to compute this using an anomaly in decoupling of BRST trivial states from the partition function. A particular limit of this partition function yields the partition function of topological theory coupled to topological gravity. As an application we compute the number of holomorphic elliptic curves over certain Calabi-Yau manifolds including the quintic threefold. This may be viewed as the first application of mirror symmetry at the string quantum level.

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Cited by 6 Pith papers

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