Mathematical analysis of anomalous diffusion phenomena via fractional calculus—inverse problems, control problems and some related topics

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Date(s) - 04/06/2014
14 h 00 min - 15 h 00 min

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In this talk, we consider the diffusion equation with time-fractional derivatives of Caputo type. Fractional diffusion equations (FDEs) are proposed as new governing equations for the diffusion of contaminants underground.
We first establish a mathematical model and derive FDEs from it. Next we introduce some obtained results for forward, inverse and control problems. Finally we will introduce some topics which are now in progress.


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