Six-dimensional Abelian vortices with quadratic curvature self-interactions
arXiv:hep-th/0108156 · doi:10.1103/PhysRevD.64.124025
Abstract
Six-dimensional Nielsen-Olesen vortices are analyzed in the context of a quadratic gravity theory containing Euler-Gauss-Bonnet self-interactions. The relations among the string tensions can be tuned in such a way that the obtained solutions lead to warped compactification on the vortex. New regular solutions are possible in comparison with the case where the gravity action only consists of the Einstein-Hilbert term. The parameter space of the model is discussed
28 pages in Latex style with 11 figures
References in corpus (5)
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- Conservation equation on braneworlds in six dimensions
- Scalar field localization on deformed extra space
- Time-dependent gravitating solitons in five dimensional warped space-times
- Mass spectrum of scalar and gauge fields in the cosmological multiply warped brane-world
- Analytical Solution for Bosonic Fields in the FRW Multiply Warped Braneworld