How to Prove That a Math Problem Is Np-Hard or Np-Complete
How to Prove That a Math Problem Is Np-Hard or Np-Complete
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owlcation.com
STINGY SAT is the following problem: given a set of clauses (each a disjunction of literals) and an integer k, find a satisfying assignment in which at most k variables are true, if such an assignment exists. Prove that STINGY SAT is NP-complete. | Numerade
STINGY SAT is the following problem: given a set of clauses (e…
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numerade.com
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