Stabilization of test particles in Induced Matter Kaluza-Klein theory
S. Jalalzadeh, B. Vakili, F. Ahmadi, H. R. Sepangi
TL;DR
This paper investigates the stability of test particles in Induced Matter Kaluza-Klein theory, linking stability conditions to energy conditions and the hierarchy problem, with applications to cosmological models.
Contribution
It establishes the conditions under which test particles remain stable in this higher-dimensional framework, connecting stability to energy conditions and cosmological implications.
Findings
Stability requires a variance of the strong energy condition.
Stability conditions relate to the hierarchy problem.
Analysis includes stabilization in a FRW universe.
Abstract
The stability conditions for the motion of classical test particles in an -dimensional Induced Matter Kaluza-Klein theory is studied. We show that stabilization requires a variance of the strong energy condition for the induced matter to hold and that it is related to the hierarchy problem. Stabilization of test particles in a FRW universe is also discussed.
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