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Bilevel linear optimization belongs to NP and admits polynomial-size KKT-based reformulations

Christoph Buchheim

2023Operations Research Letters11 citationsDOI

Topics & Concepts

Karush–Kuhn–Tucker conditionsBilevel optimizationSimple (philosophy)Integer (computer science)PolynomialMathematicsOptimization problemMathematical optimizationCombinatoricsDiscrete mathematicsComputer scienceProgramming languageMathematical analysisPhilosophyEpistemologyDrug Transport and Resistance MechanismsPediatric Hepatobiliary Diseases and TreatmentsComplexity and Algorithms in Graphs
Bilevel linear optimization belongs to NP and admits polynomial-size KKT-based reformulations | Litcius