On a class of fractional \(p(\cdot,\cdot)-\)Laplacian problems with sub-supercritical nonlinearities
Author
Azghay, Abdelilah
Massar, Mohammed
Abstract
This paper is devoted to study a class of nonlocal variable exponent problems involving fractional \(p(\cdot,\cdot)\)-Laplacian operator. Under appropriate conditions, some new results on the existence and nonexistence of solutions are established via variational approach and Pohozaev's fibering method.