conditionsat
Conditionsat is a theoretical and applied problem in logic and computer science that concerns determining whether a set of conditions can be simultaneously satisfied under a given collection of logical constraints. It is often described as a generalization of the Boolean satisfiability problem (SAT) that supports conditional rules.
An instance of conditionsat consists of a finite set of boolean variables X = {x1, ..., xn}, a
In terms of complexity, conditionsat is NP-complete in general, as it subsumes SAT. Special cases with restricted
Applications include software product lines, feature configuration, policy compliance, decision automation, and AI planning, where conditional
See also: SAT, CSP, constraint programming, conditional logic, boolean formula, product configuration.