Analysis demonstrates epiconvergence of integral functionals in Radon measures, highlighting homogenization applications.
This work presents the epiconvergence of nonlinear integral functionals defined on bounded Radon measures, with applications to homogenization in microstructured media. Using variational and measure-theoretic tools, it characterizes the homogenized functional and proves convergence under the vague topology.
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Brahimi et al. (2025) studied this question.
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