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graph-theoretical properties. It forms the basis for the definition of the class MaxSNP of optimization problems. It is defined as the class of problems that are...

NP-complete even when k ≥ 2 {\displaystyle k\geq 2} . Moreover, GISMPk is MaxSNP-complete, i.e., it does not have a PTAS unless P=NP. This can be proved...

clauses. MAX-3SAT is a canonical complete problem for the complexity class MAXSNP (shown complete in Papadimitriou pg. 314). The decision version of MAX-3SAT...

(1987). Robertson & Seymour (1993). Papadimitriou & Yannakakis (1991) prove MaxSNP-completeness. Mitzenmacher & Upfal (2005, Sect. 6.2); Motwani & Raghavan...

class of bounded degree graphs, finding the maximum independent set is MAXSNP-complete, implying that, for some constant c (depending on the degree) it...

problems about Boolean relations into approximability complexity classes MaxSNP - a closely related subclass Complexity Zoo: APX C. Papadimitriou and M...

possible number of edges (the maximum planar subgraph problem) is NP-hard, and MaxSNP-hard, implying that there probably does not exist a polynomial time algorithm...

weight weakly fundamental basis is also NP-hard, and approximating it is MAXSNP-hard. If negative weights and negatively weighted cycles are allowed, then...

formulated by Papadimitriou & Yannakakis (1991), who observed that it belongs to MaxSNP. Although computing a dominating set is not fixed-parameter tractable under...

of finding an ordering that maximizes the number of satisfied triples is MAXSNP-hard, implying that it is impossible to achieve an approximation ratio arbitrarily...

NP-Hard to even find a feasible solution. Boolean satisfiability problem APX MaxSNP Khanna, Sanjeev; Sudan, Madhu; Trevisan, Luca; Williamson, David (Mar 2000)...

example with α = β = 1 Token reconfiguration: an example with α = 1/5, β = 2 MAXSNP Approximation-preserving reduction PTAS reduction Ausiello, Giorgio; Paschos...