satisfiability problem¶
Boolean, T. (1971). satisfiability problem.
Retired. This entry was not a citation. Our extractor stored an inline prose definition from the article as though it were a bibliographic record: the title names a concept rather than a published work, and the citation text names no work at all. The page is kept because links to it still resolve, but it is withdrawn from the reference list. This entry is kept so the citations that pointed at it still resolve, and so the correction is visible rather than silent.
Cited by¶
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Mechanisms¶
- Constraint-Solver Backsolve
- Many inverse problems are computationally hard — the satisfiability core is NP-complete
This sourceEnumerating all solutions is at least as hard, which is why a faithful backsolve can be intractable and why the temptation to drop the completeness guarantee is the mechanism's central hazard.
- Many inverse problems are computationally hard — the satisfiability core is NP-complete
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