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Название: A Class of Stochastic Evolutions That Scale to the Porous Medium Equation
Авторы: Shui Feng, lan Iscoe, Timo Seppalainen
Аннотация:
A class of reversible Markov jump processes on a periodic lattice is described and a result about their scaling
behavior stated: Under diffusion scaling, the empirical measure converges to a solution of the porous medium equation n the d-dimensional torus.