Neutrino Oscillations: Hierarchy Question
D. J. Ernst, B. K. Cogswell, H. R. Burroughs, J. Escamilla-Roa, D., C. Latimer

TL;DR
This paper analyzes neutrino oscillation data to address the mass hierarchy question, revealing a symmetry that predicts multiple solutions and showing recent data favor the inverse hierarchy at 97.2% confidence.
Contribution
It introduces a symmetry-based analysis of neutrino mass hierarchy, identifying multiple solutions and interpreting recent experimental data in this context.
Findings
Four isolated minima in chi-squared space predicted by the symmetry
Recent data favor the inverse hierarchy at 97.2% confidence
Results for mixing angles and mass differences align with previous studies
Abstract
The only experimentally observed phenomenon that lies outside the standard model of the electroweak interaction is neutrino oscillations. A way to try to unify the extensive neutrino oscillation data is to add a phenomenological mass term to the Lagrangian that is not diagonal in the flavor basis. The goal is then to understand the world's data in terms of the parameters of the mixing matrix and the differences between the squares of the masses of the neutrinos. An outstanding question is what is the correct ordering of the masses, the hierarchy question. We point out a broken symmetry relevant to this question, the symmetry of the simultaneous interchange of hierarchy and the sign of . We first present the results of an analysis of data that well determine the phenomenological parameters but are not sensitive to the hierarchy. We find ,…
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