Reconstruct the unknown source on the right hand side of time fractional diffusion equation with Caputo-Hadamard derivative
Regularization
DOI:
10.61383/ejam.20242263
Publication Date:
2024-07-06T06:08:25Z
AUTHORS (3)
ABSTRACT
The Caputo-Hadamard derivative was used to investigate the problem of functional recovery in this study. This is ill-posed, we propose a novel Quasi-reversibility for reconstructing sought function and show that regularization solution depends on space. After that, convergence rates are established under priori posterior choice rules parameters, respectively.
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