For a time-fractional diffusion model with time-dependent order alpha(t), the space-dependent source is claimed to be uniquely determined by local interior or boundary observations, with Lipschitz stability in a weak norm.
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Inverse source problem of sub-diffusion of variable exponent
For a time-fractional diffusion model with time-dependent order alpha(t), the space-dependent source is claimed to be uniquely determined by local interior or boundary observations, with Lipschitz stability in a weak norm.