Combination and mean width rearrangements of solutions to elliptic equations in convex sets

We introduce a method to compare solutions of different equations in different domains. As a consequence, we define a new kind of rearrangement which applies to solution of fully nonlinear equations F(x,u,Du,D2u)=0F(x,u,Du,D2u)=0, not necessarily in divergence form, in convex domains and we obtain Talenti's type results for this kind of rearrangement.