Metodi di simmetrizzazione nelle equazioni alle derivate parziali
A survey of the fundamental ideas which are the base of the socalled symmetrization method; a priori estimates in partial differential equations.
A survey of the fundamental ideas which are the base of the socalled symmetrization method; a priori estimates in partial differential equations.
We give a pointwise bound for the rearrangement of a solution of the Dirichlet problem for second order elliptic equations with lower order terms by means of the solution of a "symmetrized" problem.
We give comparison results for solutions of variational inequalities, related to general elliptic second order operators, involving solutions of symmetrized problems, using Schwarz spherical symmetrization.
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