Abstract
This article investigates the source identification in the fractional
diffusion equations, by performing a single measurement of the Cauchy data on
the accessible boundary. The main results of this work consist in giving an
identifiability result and establishing a local Lipschitz stability result.
To solve the inverse problem of identifying fractional sources from such
observations, a non-iterative algebraical method based on the Reciprocity
Gap functional is proposed.
Publisher
National Library of Serbia
Cited by
7 articles.
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