Nonlocal parabolic homogenization holds under non-diffusive scaling, with convergence in a moving frame whose velocity combines linear drift and periodic oscillations.
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Homogenization of parabolic problems for non-local convolution type operators under non-diffusive scaling of coefficients
Nonlocal parabolic homogenization holds under non-diffusive scaling, with convergence in a moving frame whose velocity combines linear drift and periodic oscillations.