We study the large-time behavior in all Lᵖ L p norms of solutions to an inhomogeneous nonlocal heat equation in RN R N involving a Caputo α α -time derivative and a power β β of the Laplacian when the dimension is large, N> 4β N > 4 β . The asymptotic profiles depend strongly on the space-time scale and on the time behavior of the spatial L¹ L 1 norm of the forcing term.
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Cortázar et al. (2023) studied this question.
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