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On the Recovery of a Conformable Time-Dependent Inverse Coefficient Problem for Diffusion Equation of Periodic Constraints Type and Integral Over-Posed Data

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  • Mohammad Abdel Aal
  • Smina Djennadi
  • Omar Abu Arqub
  • Hamed Alsulami
  • Taseer Muhammad

Abstract

In the utilized analysis, we consider the inverse coefficient problem of recovering the time-dependent diffusion coefficient along the solution of the conformable time-diffusion equation subject to periodic boundary conditions and an integral over-posed data. Along with this, the conformable time derivative with order 0

Suggested Citation

  • Mohammad Abdel Aal & Smina Djennadi & Omar Abu Arqub & Hamed Alsulami & Taseer Muhammad, 2022. "On the Recovery of a Conformable Time-Dependent Inverse Coefficient Problem for Diffusion Equation of Periodic Constraints Type and Integral Over-Posed Data," Mathematical Problems in Engineering, Hindawi, vol. 2022, pages 1-12, October.
    • Handle: RePEc:hin:jnlmpe:5104725
    DOI: 10.1155/2022/5104725
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