
TL;DR
This paper investigates neutrino oscillations in dense matter, especially in the matter-dominated regime, revealing simplified effective mixing parameters and potential applications like neutrino lensing.
Contribution
It provides a perturbative analysis of neutrino oscillations in the matter-dominated case, deriving fixed effective mixing matrices and exploring their implications.
Findings
Effective mixing matrix approaches a constant real matrix in dense matter.
$ u_e$ decouples due to strong charged-current interactions.
Two-flavor oscillations persist between $ u_rac{}{rac{}{}}$ and $ u_ au$.
Abstract
As the increasing of neutrino energy or matter density, the neutrino oscillation in matter may undergo "vacuum-dominated", "resonance" and "matter-dominated" three different stages successively. Neutrinos endure very different matter effects, and therefore present very different oscillation behaviors in these three different cases. In this paper, we focus on the less discussed matter-dominated case (i.e., ), study the effective neutrino mass and mixing parameters as well as neutrino oscillation probabilities in dense matter using the perturbation theory. We find that as the matter parameter growing larger, the effective mixing matrix in matter evolves approaching a fixed constant real matrix which is free of CP violation and can be described using only one simple mixing angle which is…
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