Abstract
In this paper, we study algorithms for probabilistic satis?ability (PSAT), an NP-complete problem, and their empiric complexity distribution. We de?ne a PSAT normal form, based on which we propose two logic-based algorithms: a reduction of normal form PSAT instances to SAT, and a linearalgebraic algorithm with a logic-based column generation strategy. We conclude that both algorithms present a phase transition behaviour and that the latter has a much better performance.