

Lower semi-continuous differential inclusions with p-Laplacian
Abstract
The existence of solutions to lower semicontinuous, closed-valued differential inclusions with p-Laplacian is investigated under various growth conditions. Proofs exploit the Bressan-Colombo- Fryszkowski Continuous Selection Theorem and fixed point arguments.
Keywords
p-Laplacian, differential inclusion, lower semicontinuous multifunction
DOI: http://dx.doi.org/10.14510%2Flm-ns.v33i1.57