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Questions related to the (computational) complexity of solving problems

3 votes
0 answers
186 views

Showing a problem on a specific class of graphs is NP-hard

We know that a set of problems like minimum clique cover problem, coloring problem, vertex cover, ... are NP-hard for general graphs, but may be polynomial-time solvable for some classes of specific g …
m0_as's user avatar
  • 303
0 votes
1 answer
123 views

Finding a class of graphs for which vertex coloring is NP-hard

We know that for general graphs vertex coloring problem/ minimum clique cover problem are NP-hard and for perfect graphs, they can be solved in polynomial time. There are classes of graphs which are p …
m0_as's user avatar
  • 303
2 votes
2 answers
79 views

No polynomial time approximation algorithm better than $n^{1 − ε}$

What does this sentence mean? For all $ε > 0$, it is NP-hard to approximate MAX CLIQUE to within $n^{1 − ε}$. Is the fact that complexity of approximation depends on $\epsilon$ hidden in the stateme …
m0_as's user avatar
  • 303
4 votes
2 answers
283 views

Showing a problem on a specific graph is NP-hard

Maybe there is a trivial answer to my question or maybe there is not any. But I ask it here and appreciate if anyone can give me a clear answer. We know that a set of problems like minimum clique cov …
m0_as's user avatar
  • 303