Gauged String Actions and O($\tilde{d}$, $\tilde{d}$) Transformation

Abstract

An O($\tilde{d}$, $\tilde{d}$) transformation is given which relates ungauged string actions to the gauged ones for a large class of models discussed recently by Giveon and Rocek. Interestingly, the transformation is background independent and has a unique matrix representation in a given space-time dimension.

14 pages, CERN-Th.6530/92 and IP/BBSR/92-44

References in corpus (4)

• Twisting Classical Solutions in Heterotic String Theory
• Manifestly $O(d,d)$ Invariant Approach to Space-Time Dependent String Vacua
• Some Exact Solutions of String Theory in Four and Five Dimensions
• String Effective Action and Two Dimensional Charged Black Hole

Cited by in corpus (16)

• Target Space Duality in String Theory
• Axial Vector Duality as a Gauge Symmetry and Topology Change in String Theory
• Marginal Deformations of WZNW and Coset Models from O(d,d) Transformation
• Gauged WZW models and Non-abelian duality
• Boosting Away Singularities from Conformal String Backgrounds
• Melvin solution in string theory
• Duality, Marginal Perturbations and Gauging
• Duality invariant class of exact string backgrounds
• Covariant Quantization of the Brink-Schwarz Superparticle
• On Some New Black String Solutions in Three Dimensions
• Notes on the Quantization of the Complex Linear Superfield
• On the Rotating Charged Black String Solution
• Coset Models Obtained by Twisting WZW Models and Stringy Charged Black Holes in Four Dimensions
• Exact O(d,d) Transformations in WZW Models
• Field Redefinitions in String Theory as a Solution Generating Technique
• Naked Singularities in Four-Dimensional String Backgrounds