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| Three Weak Solutions for ($p(x)$,$q(x)$)-Biharmonic Problem with Hardy Weight with Two Parameters |
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| KeyWord:Variational method, singular problem, $p(x)$-biharmonic operator |
| Author Name | Affiliation | | Ibrahim Chamlal | Department of Mathematics, Mohammed First University, Oujda, 60000, Morocco | | Mohamed Talbi | Department of Mathematics, Regional Centre of Trades Education and Training, Oujda, 60000, Morocco | | Najib Tsouli | Department of Mathematics, Mohammed First University, Oujda, 60000, Morocco | | Mohammed Filali | Department of Mathematics, Mohammed First University, Oujda, 60000, Morocco |
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| Abstract: |
| The focus of this study is on the existence of three solutions to ($p(\cdot), q(\cdot)$)-biharmonic operator with an $s(x)$-Hardy term under no-flux boundary conditions. Our method is based on the variational method and critical point results. |
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