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Dual heterotic black-holes in four and two dimensions (0)

by G Lopes Cardoso, T Mohaupt
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hep-th/9807008 The Neveu-Schwarz Five-Brane and its Dual Geometries

by Björn Andreas, Gottfried Curio, Dieter Lüst , 1998
"... In this paper we discuss two aspects of duality transformations on the Neveu-Schwarz (NS) 5-brane solutions in type II and heterotic string theories. First we demonstrate that the non-extremal NS 5-brane background is U-dual to its CGHS limit, a two-dimensional black hole times S3 × T 5; an intermed ..."
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In this paper we discuss two aspects of duality transformations on the Neveu-Schwarz (NS) 5-brane solutions in type II and heterotic string theories. First we demonstrate that the non-extremal NS 5-brane background is U-dual to its CGHS limit, a two-dimensional black hole times S3 × T 5; an intermediate step is provided by the near horizon geometry which is given by the three-dimensional BTZ3 black hole (being closely related to AdS3) times S3 ×T 4. In the second part of the paper we discuss the T-duality between k NS 5-branes and the Taub-NUT spaces respectively ALE spaces, which are related to the resolution of the Ak−1 singularities of the non-compact orbifold C2 /Zk. In particular in the framework of N = 1 supersymmetric gauge theories related to brane box constructions we give the metric dual to two sets of intersecting NS 5-branes. In this way we get a picture of a dual orbifold background C3 /Γ which is fibered together out of two N = 2 models (Γ = Zk ×Zk ′). Finally we also discuss the intersection of NS 5-branes with D branes, which can serve as probes of the dual background spaces.
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...ment of Sl(2,R). This approach was recently applied to D branes [16], in particular by dualizing D 3-branes to intermediates D instantons, and also to heterotic black holes in four and two dimensions =-=[17]-=-. In the this chapter we like to apply analogous techniques to transform the metric of the NS 5-brane to its own horizon geometry via eliminating the constant part in the metric. For the extremal NS 5...

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