Symmetries and Algebraic Methods in Neutrino Physics
A.B. Balantekin
TL;DR
This paper reviews the role of symmetries and algebraic methods in neutrino physics, focusing on their applications in neutrino oscillations, see-saw mechanisms, and astrophysical contexts.
Contribution
It provides a comprehensive overview of symmetry properties and algebraic techniques applied to neutrino phenomena, emphasizing their utility in theoretical and astrophysical studies.
Findings
Symmetries simplify the analysis of neutrino oscillations.
Algebraic methods reveal conserved quantities in neutrino interactions.
Symmetries play a crucial role in understanding neutrino behavior in astrophysics.
Abstract
Symmetry properties associated with neutrino propagation with or without a background of other particles, including neutrinos, is reviewed. The utility of symmetries is illustrated with examples chosen from the see-saw mechanism and both matter-enhanced and collective neutrino oscillations. The role of symmetries in neutrino astrophysics is highlighted.
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Taxonomy
TopicsNeutrino Physics Research · Particle physics theoretical and experimental studies · Quantum Chromodynamics and Particle Interactions