Carleman estimate and its application for anomalous slow diffusion equation
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estimateanomalousdiffusionequationcarlemanalphaapplicationassociated
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A Carleman estimate and the unique continuation of solutions for an anomalous diffusion equation with fractional time derivative of order $0<\alpha<1$ are given. The estimate is derived via some subelliptic estimate for an operator associated to the anomalous diffusion equation using calculus of pseudo-differential operators.
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