Solution analysis for a class of set-inclusive generalized equations: a convex analysis approach

@inproceedings{Uderzo2019SolutionAF,
  title={Solution analysis for a class of set-inclusive generalized equations: a convex analysis approach},
  author={A. Uderzo},
  year={2019}
}
In the present paper, classical tools of convex analysis are used to study the solution set to a certain class of set-inclusive generalized equations. A condition for the solution existence and global error bounds is established, in the case the set-valued term appearing in the generalized equation is concave. A functional characterization of the contingent cone to the solution set is provided via directional derivatives. Specializations of these results are also considered when outer… CONTINUE READING

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