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Higher Derivative F-terms in N=2 Strings | | Jose F. Morales
; Marco Serone
; | | Date: |
25 Jul 1996 | | Journal: | Nucl.Phys. B481 (1996) 389-402 | | Subject: | hep-th | | Abstract: | We study a special class of higher derivative F-terms of the form $F_{g,n}W^{2g}(Pi f)^{n}$ where W is the N=2 gravitational superfield and $Pi$ is the chiral projector applied to a non-holomorphic function $f$ of the heterotic dilaton vector superfield. We analyze these couplings in the heterotic theory on $K3 imes T^2$ , where it is found they satisfy an anomaly equation as the well studied $F_{g,0}$ terms. We recognize that, near a point of SU(2) enhancement, a given generating function of the leading singularity of the $F_{g,n}$ reproduces the free energy of a c=1 string at an arbitrary radius R. According to the N=2 heterotic-type II duality in 4d, we then study these couplings near a conifold singularity, using its local description in terms of intersecting D-5-branes. In this context, it turns out that there exists, among the other states involved, a vector gauge field reproducing the heterotic leading singularity structure. | | Source: | arXiv, hep-th/9607193 | | Services: | Forum | Review | PDF | Favorites | |
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