Neutrino radiation energy at the beta-decay in a quantizing magnetic field

Beta-decay in a quantizing magnetic field under conditions of sufficient effect of electron gas temperature and density is studied. It is shown that equations for probability W and neutrino radiation energy Eν under decay contain nonlinear dependence on H/Hc parameter, therewith for the field values, at which electron quantum states with h ≠ are possible, they contain both monotonic and oscillating parts. With the growth of the field value W and Eν oscillations disappear. In the high temperature range T>mc2 oscillating corrections attenuate