Inverse source problem with a final overdetermination for a fractional diffusion equation

This is the authors' abstract. We don't add key points for this paper.

For a time fractional diffusion equation withsource term, we discuss an inverse problem ofdetermining a spatially varying function of the source byfinal overdetermining data.We prove that this inverse problem is well-posedin the Hadamard sense except for a discrete set of values ofdiffusion constants.