Oscillation dynamics of active-unsterile neutrino mixing in a $2+\tilde{1}$ mixing scheme
D. Boyanovsky, R. Holman, Jimmy A. Hutasoit

TL;DR
This paper explores the oscillation behavior of hypothetical unsterile neutrinos, which are described as unparticles, revealing unique momentum-dependent effects, decay widths, and interference phenomena that could distinguish them from traditional sterile neutrinos in short baseline experiments.
Contribution
It introduces a novel model of unsterile neutrinos mixing with active flavors, highlighting distinctive oscillation features and potential experimental signatures not present in standard sterile neutrino frameworks.
Findings
Momentum-dependent mixing angles observed.
Presence of 'invisible' decay widths for unsterile modes.
Distinct interference effects leading to new oscillation patterns.
Abstract
We consider the possibility that sterile neutrinos exist and admit a description as unparticles; we call these {\em unsterile} neutrinos. We then examine the nature of neutrino oscillations in a model where an unsterile can mix with two active flavors with a very simple mass matrix of the see-saw type. Despite these simplifications, we find a number of remarkable features, all of which will occur generically when more realistic cases are considered. These include momentum dependent mixing angles, "invisible" decay widths for the unsterile-like mode, as well as the inheritance of a non-vanishing spectral density for the massive active-like modes. We also obtain the disappearance and appearance probabilities for the active-like neutrinos and find remarkable interference effects between the active and unsterile neutrinos as a consequence of threshold effects, yielding new oscillatory…
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