A REMARK ON A QUASI-VARIATIONAL INEQUALITY FOR THE MAXWELL TYPE EQUATION
In this paper, we remark that a class of quasi-variational inequality for the Maxwell type equation in a multiply-connected domain with holes has a solution . Our class contains, so called, p-curlcurl operator. The existence of solution heavily depends on the geometry of the domain and the boundary conditions. We consider the quasi-variational inequality with a tangent free boundary condition.