M-theory/heterotic Duality: a Kaluza-Klein Perspective
arXiv:hep-th/9810159 · doi:10.1016/S0550-3213(99)00086-3
Abstract
We study the duality relationship between M-theory and heterotic string theory at the classical level, emphasising the transformations between the Kaluza-Klein reductions of these two theories on the K3 and T^3 manifolds. Particular attention is devoted to the corresponding structures of sigma-model cosets and the correspondence between the p-brane charge lattices. We also present simple and detailed derivations of the global symmetries and coset structures of the toroidally-compactified heterotic theory in all dimensions D \ge 3, making use of the formalism of solvable Lie algebras.
Latex, 60 pages, Latex 3 times
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- Criticality in Gauged Supergravities
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- Kaluza-Klein Induced Gravity Inflation
- Supergravities on Branes
- Dualisation of the D=7 Heterotic String
- Scalar-Induced Compactifications in Higher Dimensional Supergravities
- Dilatonic Domain Walls and Curved Intersecting Branes
- Coset Symmetries in Dimensionally Reduced Heterotic Supergravity
- On the Symmetric Space Sigma-Model Kinematics
- Kaluza-Klein Higher Derivative Induced Gravity
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- Estimating the Final Spin of Binary Black Holes Merger in STU Supergravity
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