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- W3164424787 abstract "In this paper we compare the notion of stochastic two-scale convergence in the mean (by Bourgeat, Mikelic and Wright), the notion of stochastic unfolding (recently introduced by the authors), and the quenched notion of stochastic two-scale convergence (by Zhikov and Pyatnitskii). In particular, we introduce stochastic two-scale Young measures as a tool to compare mean and quenched limits. Moreover, we discuss two examples, which can be naturally analyzed via stochastic unfolding, but which cannot be treated via quenched stochastic two-scale convergence." @default.
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- W3164424787 date "2021-05-26" @default.
- W3164424787 modified "2023-09-27" @default.
- W3164424787 title "Stochastic two-scale convergence and Young measures" @default.
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