-
meaning by
providing additional axioms. The
satisfiability modulo theories problem considers satisfiability of a
formula with
respect to a
formal theory...
- science, the
Boolean satisfiability problem (sometimes
called propositional satisfiability problem and
abbreviated SATISFIABILITY, SAT or B-SAT) asks whether...
- problems,
which are NP-complete, 2-
satisfiability can be
solved in
polynomial time.
Instances of the 2-
satisfiability problem are
typically expressed as...
-
mathematical logic,
satisfiability modulo theories (SMT) is the
problem of
determining whether a
mathematical formula is
satisfiable. It
generalizes the...
- survey. The
problem of Horn
satisfiability is
solvable in
linear time. A polynomial-time
algorithm for Horn
satisfiability is recursive: A
first termination...
- Cook–Levin theorem, also
known as Cook's theorem,
states that the
Boolean satisfiability problem is NP-complete. That is, it is in NP, and any
problem in NP...
- com****tional complexity, not-all-equal 3-
satisfiability (NAE3SAT) is an NP-complete
variant of the
Boolean satisfiability problem,
often used in
proofs of NP-completeness...
- same as the
satisfiability of ∀ x ∃ y R ( x , y ) {\displaystyle \forall x\exists yR(x,y)} . At the meta-level, first-order
satisfiability of a formula...
-
CircuitSAT can be
reduced to the
other satisfiability problems to
prove their NP-completeness. The
satisfiability of a
circuit containing m {\displaystyle...
- literals, as in 2-
satisfiability, we get the MAX-2SAT problem. If they are
restricted to at most 3
literals per clause, as in 3-
satisfiability, we get the MAX-3SAT...
