Supplemental material for "Symmetry breaking induced by pairwise conversion of neutrinos in compact sources" (arXiv:2106.15622)
Authors: Shashank Shalgar and Irene Tamborra
Evolution of electron neutrino survival probability, shown on a Mollweide projection, for Case A as a function of the polar and azimuthal angles ($\theta$ and $\phi$). The flavor evolution has been computed by including all six neutrino flavors ($\nu_e$, $\bar\nu_e$, $\nu_\mu$, $\bar\nu_\mu$, $\nu_\tau$, $\bar\nu_\tau$).
Evolution of electron neutrino survival probability, shown on a Mollweide projection, for Case A as a function of the polar and azimuthal angles ($\theta$ and $\phi$). The flavor evolution has been computed by using the two flavor approximation (i.e., the solar mass-squared difference, $\Delta m_{12}^{2}$, solar mixing angle, $\theta_{12}$, and atmospheric mixing angle, $\theta_{13}$ have been set to zero).
Evolution of electron neutrino survival probability, shown on a Mollweide projection, for Case B as a function of polar and azimuthal angles ($\theta$ and $\phi$). The flavor evolution has been computed by including all six neutrino flavors.
Evolution of electron neutrino survival probability, shown on a Mollweide projection, for Case B as a function of the polar and azimuthal angles ($\theta$ and $\phi$). The flavor evolution has been computed by using the two flavor approximation.
Evolution of electron neutrino survival probability, shown on a Mollweide projection, for Case C as a function of polar and azimuthal angles ($\theta$ and $\phi$). The flavor evolution has been computed by including all six neutrino flavors.
Evolution of electron neutrino survival probability, shown on a Mollweide projection, for Case C as a function of the polar and azimuthal angles ($\theta$ and $\phi$). The flavor evolution has been computed by using the two flavor approximation.
Evolution of electron neutrino survival probability, shown on a Mollweide projection, for Case D as a function of polar and azimuthal angles ($\theta$ and $\phi$). The flavor evolution has been computed by including all six neutrino flavors.
Evolution of electron neutrino survival probability, shown on a Mollweide projection, for Case D as a function of the polar and azimuthal angles ($\theta$ and $\phi$). The flavor evolution has been computed by using the two flavor approximation.
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