| Abstract: |
| We consider a family of quasilinear elliptic problems where the classical $p$-Laplacian is replaced by an operator which admits some coefficients depending on the solution itself.
Even if such coefficients make the variational approach more difficult, a suitable supercritical growth for the nonlinear term is allowed.
These results are part of joint works with G. Palmieri, K. Perera and C. Sportelli. |
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