A note on partial calmness for bilevel optimization problems with linearly structured lower level

29 Jun 2020 Mehlitz Patrick Minchenko Leonid I. Zemkoho Alain B.

Partial calmness is a celebrated but restrictive property of bilevel optimization problems whose presence opens a way to the derivation of Karush--Kuhn--Tucker-type necessary optimality conditions in order to characterize local minimizers. In the past, sufficient conditions for the validity of partial calmness have been investigated... (read more)

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