Stability of a tachyon braneworld
Gabriel German, Alfredo Herrera-Aguilar, Andre M. Kuerten, Dagoberto, Malagon-Morejon, Roldao da Rocha

TL;DR
This paper proves the stability of a class of tachyonic thick braneworld models with maximally symmetric 4D spacetime, demonstrating their physical consistency and potential for realistic cosmological applications.
Contribution
It provides a complete stability proof for tachyonic braneworlds with a maximally symmetric 4D space, including a new stable de Sitter thick brane model with desirable physical properties.
Findings
Complete stability under scalar perturbations confirmed.
Localization of gravity and gauge fields achieved.
Model exhibits regularity, asymptotic flatness, and a mass gap in the graviton spectrum.
Abstract
Within the braneworld paradigm the tachyonic scalar field has been used to generate models that attempt to solve some of the open problems that physics faces nowadays, both in cosmology and high energy physics as well. When these field configurations are produced by the interplay of higher dimensional warped gravity with some matter content, braneworld models must prove to be {\it stable} under the whole set of small fluctuations of the gravitational and matter fields background, among other consistency tests. Here we present a complete proof of the stability under scalar perturbations of tachyonic thick braneworlds with an embedded maximally symmetric 4D space-time, revealing its physical consistency. This family of models contains a recently reported tachyonic de Sitter thick braneworld which possesses a series of appealing properties. These features encompass complete regularity,…
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