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Название: Smooth stationary solutions of quasilinear stochastic partial differential equations: 1. Finite mass
Автор: Dorogovtsev A.A.
The article is devoted to the description of the mass distribution for the infinite system of the interacting particles moving in the random media. For to obtain the stationary mass distribution process the particles of the second kind is considered. This particles serve as the centers of attraction for the particles of the first kind. The mass distribution of the first particles is obtained as an image of the mass distribution of the second particles under certain random flow. This allows to study the properties of the stationary mass distribution