Approximating partition functions of bounded- degree Boolean counting Constraint Satisfaction Problems
We study the complexity of approximate counting Constraint Satisfaction Problems (#CSPs) in a bounded degree setting. Specifically, given a Boolean constraint language Γ and a degree bound Δ, we study the complexity of #CSPΔ(Γ), which is the problem of counting satisfying assignments to CSP instance...
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European Association for Theoretical Computer
2017
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Approximating partition functions of bounded-degree Boolean counting Constraint Satisfaction Problems
Published 2020
Journal article