Novel algorithm reduces SAT instances to 2-SAT, implying efficient problem-solving techniques.
This is a novel algorithm that solves SAT in $O(n)$. The approach is as follows: first, reduce any SAT instance (e.g., 3-SAT) to 2-SAT, then solve it using Tarjan's algorithm. The parsing is performed using binary search. The reduction is done correctly.
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הוה et al. (2026) studied this question.
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