Abstract: As the first proven NP-complete problem, the Boolean Satisfiability (SAT) problem holds significant theoretical value and has wide-ranging practical applications. It has also led to the ...
Abstract: This paper presents a unified framework for capturing a variety of graph reconfiguration problems in terms of firstorder expressible properties and proposes a Boolean encoding for formulas ...
Recent decades have witnessed remarkable progress in the study of Boolean satisfiability – the problem of determining whether a given propositional formula can be satisfied – and its natural extension ...
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