Resumo:
This work proves the local and global existence of solutions for semi-diffusive partial
inclusion systems with m-accretive operators seen in [7]. Based on this article, we prove
the local existence of solutions for semi-diffusive partial differential inclusion systems with
monotonous maximal operator of the form div(|∇u|
p(.)−2∇u) with external forces F and
G multivalued maps, F is upper semicontinuous, the pair (F, G) is positively sublinear
and G with separable variables.