. C C ] 2 8 A pr 2 00 8 A POLYNOMIAL TIME ALGORITHM FOR 3 - SAT
نویسنده
چکیده
Article describes a class of efficient algorithms for 3SAT and their generalizations on SAT.
منابع مشابه
. C C ] 2 5 A ug 2 00 8 Analysis of the postulates produced by Karp ’ s Theorem
This is the final article in a series of four articles. Richard Karp has proven that a deterministic polynomial time solution to K-SAT will result in a deterministic polynomial time solution to all NP-Complete problems. However, it is demonstrated that a deterministic polynomial time solution to any NP-Complete problem does not necessarily produce a deterministic polynomial time solution to all...
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We present improved exponential time exact algorithms for Max SAT. Our algorithms run in time of the form O(2(1−μ(c))n) for instances with n variables and m = cn clauses. In this setting, there are three incomparable currently best algorithms: a deterministic exponential space algorithm with μ(c) = 1 O(c log c) due to Dantsin and Wolpert [SAT 2006], a randomized polynomial space algorithm with ...
متن کامل2 4 A ug 2 00 8 Analysis of the postulates produced by Karp ’ s
This is the final article in a series of four articles. Richard Karp has proven that a deterministic polynomial time solution to K-SAT will result in a deterministic polynomial time solution to all NP-Complete problems. However, it is demonstrated that a deterministic polynomial time solution to any NP-Complete problem does not necessarily produce a deterministic polynomial time solution to all...
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