Resumen de Pointwise estimates for retractions on the solution set to Lipschitz differential inclusions
Denote by the set of derivatives of all absolutely continuous solutions of a Lipschitz differential inclusion It is known that the set is an absolute retract. We show the following:
Theorem. For every there exists a continuous mapping such that for every the map r is a retraction of onto and for all and almost all we have a Filippov type pointwise estimate where and the functions and are related with the Lipschitz condition.
