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The power of Sherali-Adams relaxations for general-valued CSPs

Standa Živný ( University of Oxford )

In this talk, I survey recent results on the power of LP relaxations (the basic LP relaxation and Sherali-Adams relaxations) in the context of valued constraint satisfaction problems (VCSP). We give precise characterisations of constraint languages for which these relaxations are exact, and also discuss computational complexity consequences. Based on several papers with Johan Thapper.

 

 

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