O(d,d)-invariant collapse/inflation from colliding superstring waves
arXiv:hep-th/0007159 · doi:10.1088/1126-6708/2000/10/035
Abstract
Generalizing previous work, we study the collision of massless superstring plane waves in D space-time dimensions within an explicitly O(D-2,D-2)-invariant set of field equations. We discuss some general properties of the solutions, showing in particular that they always lead to the formation of a singularity in the future. Using the above symmetry, we obtain entire classes of new analytic solutions with non-trivial metric, dilaton and antisymmetric field, and discuss some of their properties of specific relevance to string cosmology.
16 pages
Cited by in corpus (17)
- The Pre-Big Bang Scenario in String Cosmology
- Black holes from high-energy beam--beam collisions
- Trapped surfaces, horizons and exact solutions in higher dimensions
- Colliding String Waves and Duality
- Duality and Integrability of Two Dimensional String Effective Action
- Duality, Monodromy and Integrability of Two Dimensional String Effective Action
- Dimensional Reduction of Gravity and Relation between Static States, Cosmologies and Waves
- Colliding Plane Waves in String Theory
- Type IIB Colliding Plane Waves
- Penrose Limits, the Colliding Plane Wave Problem and the Classical String Backgrounds
- String Cosmology: The Pre-Big Bang Scenario
- Higher Dimensional Metrics of Colliding Gravitational Plane Waves
- Higher Dimensional Bell-Szekeres Metric
- Cyclic spacetimes through singularity scattering maps. The laws of quiescent bounces
- Colliding Plane Wave Solutions in String theory Revisited
- Formation of a Black String in a Higher Dimensional Vacuum Gravitational Collapse
- Cyclic spacetimes through singularity scattering maps. Plane-symmetric gravitational collisions