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| | Redshift, gravitational bending, and the evolution of angular moments |
 | | As the local mean energies of the moving particles are determined by the ratio of energy and number flux, we may conclude from the fulfillment of Eqs. |
 | | In order to fully constrain the redshift, gravitational bending, and evolution of the angular moments, we need to test the radial dependence of a third quantity. |
 | | However, some special care is necessary to clearly separate the following three effects on the angular neutrino distribution: (i) gravitational bending, (ii) the changing opening angle as a function of the geometric distance from the source, (iii) the numerical bending caused by limited angular resolution in our finite difference method. |
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