Omar Djidel

NONLOCAL FRACTIONAL P $(Z, Y)$ -LAPLACIAN PROBLEMS WITH VARIABLE EXPONENTS: EXISTENCE RESULTS AND A NUMERICAL ILLUSTRATION

In this work, we study the existence of weak solutions for a class of nonlocal problems driven by the fractional $ \mathbf{p}(z, y) $-Laplacian operator with spatially variable exponents. The considered model includes a nonlinear source term depending simultaneously on local inte...