Authors: F.L.B. Périat
We know since Cook that Boolean satisfiability problems with at least three literals in each clauses are in NP and are NP-complete. With proving that 3-SAT (or more) is in P, corollary proves that P = NP. In this document, we explain how to find a SAT problem solution in polynomial complexity time.
Comments: 7 Pages.
[v1] 2019-08-21 21:53:33
Unique-IP document downloads: 15 times
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