We present a linear characterization for the solution sets of propositional calculus formulas in conjunctive normal form. We obtain recursive definitions ...
This paper develops polyhedral combinatorics methods for the problem of finding satisfying truth assignments to propositional calculus formulas in conjunctive ...
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What are some examples of NP-complete problems?
What are the properties of NP-complete problems?
Nov 13, 2024 · If I found a polynomial-time solution to the hamiltonian cycle problem, what would this mean for the other NP-complete problems? 42. NP-complete.
Apr 1, 2014 · I would thus like to collect in this thread a list of problems specifically in real analysis and linear algebra which are proven to be NP-hard.
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Jul 26, 2010 · NP-complete is a family of NP problems for which you know that if one of them had a polynomial solution then everyone of them has.
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Sometimes finding a good characterization seems easier than finding an efficient algorithm: linear programming. Fundamental question: does P = NP I co-NP? □.
Feb 27, 2023 · Given a poset P and an integer k, it is NP-hard to decide whether there is a linear extension with at most k jumps.
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Nov 26, 2021 · If X is in NP-Complete (so all NP problems reduce to X), and X reduces to Y, then Y is also NP-complete right? Or is it not transitive?
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This is a list of some of the more commonly known problems that are NP-complete when expressed as decision problems.
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Theorem. Suppose Y is an NP-complete problem. Then Y is solvable in poly-time iff P = NP. Pf. * If P = NP then Y can be solved in poly-time since Y is in NP ...