Asymptotic estimates of the mean probability of radiative transfer through an exponentially correlated stochastic medium

Various models of exponentially correlated random fields associated with Poisson point ensembles, as well as algorithms for simulating radiative transfer in stochastic media of that type, are considered. Asymptotic estimates for the mean probability of particle (quantum of radiation) passage, assuming that the flow of trajectory intersections with domains of constant random density is Poissonian and using the central limit theorem for the corresponding optical length, are made.