Application of quasirandom uniformly distributed points for simulation of gamma radiation transfer

The improvement of the rate of convergence for flux was obtained by the use of quasi-random points of LP $\tau$-sequence for simulation of gamma-radiation transport. The restriction of constructive dimension for the algorithm was defined with respect to the contribution of individual members of Neumann expansion for the full flux. The bias of the obtained evaluation is considerably less than the error of calculations. The obtained results refer to the reflecting configuration of measurements and photons with energy 60 keV.