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2021.10.20 Jerzy Grzybowski, UAM Poznań

Certain properties of Demyanov difference of convex sets

Adding and subtracting subsets of a vector space plays important role in nonsmooth analysis. There is no obvious difference of sets corresponding to the Minkowski (algebraic, vector) sum of sets. Demyanov difference is strictly related to Clarke subdifferential. We are going to compare Demyanov difference with other possible differences, present its new
properties and pose a few questions.

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