Nonlinear multivalued homogeneous Robin boundary p(u)-laplacian problem
DOI:
https://doi.org/10.56947/amcs.v24.308Keywords:
Variable exponent p(u)-laplacian, Robin boundary condition, bounded Radon diffuse measure, maximal monotone graph, renormalized solutionAbstract
We study the following nonlinear multivalued Robin boundary p(u)− laplacian problem β(u) − diva(x, u, ∇u) ∋ f in Ω, a(x, u, ∇u).η = −|u|r(x,u)−2u on ∂Ω. The existence and uniqueness of solutions for L1-data f are established.
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Published
2024-06-23
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