Is the dominating set problem restricted to planar bipartite graphs of maximum degree 3 NP-complete?
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Does anyone know about an NP-completeness result for the DOMINATING SET problem in graphs, restricted to the class of planar bipartite graphs of maximum degree 3? I know it is NP-complete for the class of planar graphs of maximum degree 3 (see the Garey and Johnson book), as well as for bipartite graphs of maximum degree 3 (see M. Chlebík and J. Chlebíková, "Approximation hardness of dominating set problems in bounded degree graphs"), but could not find the combination of the two in the...
Answer:
What if you simply do the following: Given a graph $G = (V,E)$, construct another graph $G' = (V \cup...
Florent Foucaud at Theoretical Computer Science Mark as irrelevant Undo
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For example, restricted version in the sense that a planar graph be considered instead of a general graph.
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No. Because the polynomial time transformation (the reduction) might not preserve the structure, for...
Ashutosh Rai at Quora Mark as irrelevant Undo
I know that we can use Dilworth's theorem to solve it If the DAG represented a partially ordered set, But what about general DAGs
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My current argument is Yes, it's NP Hard. Why ? since we can always convert an undirected graph to a...
Anonymous at Quora Mark as irrelevant Undo
I can't find the answer through googling, so here goes: I would think that attacking (finding a pre-image of) a hash digest would be NP complete in one sense: it's easy to very a hash inversion (putting it in NP), but difficult to find that pre-image...
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You have a few misunderstandings in your question. Hash inversion cannot be in NP or NP-hard because...
Tim Wilson at Quora Mark as irrelevant Undo
I'm trying to determine if there is a way of determining wether or not a problem space is "convex" or not, which (as far as I can tell) is equivalent to asking how to determine the stable marriage condition. The problem with using a lineair...
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This is the maximum weight matching problem. It is solvable in polynomial time. Create a vertex for...
Tim Wilson at Quora Mark as irrelevant Undo
Does P=NP? I have a theory and I would like your opinion Mathtalk? P=NP For definition and details on the problem see: http://www.claymath.org/Millennium_Prize_Problems/P_vs_NP The solution is if I want to compress data, I can take an arbitrary amount...
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Hi, MrSneaky: I've tried to sort out your outlined proof that by compressing any 1 Megabyte dataset...
mrsneaky-ga at Google Answers Mark as irrelevant Undo
I'm currently 34 years old, I graduated from a British university in 1997 with a bachleor's degree in Economics and for the last 14 years I've been working in banking/finance. I was hoping to return to university to study a second bachleor's degree this...
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Apply to any one of the schools in the this category "top 100 public universities." You will...
Wanda K at Yahoo! Answers Mark as irrelevant Undo
Is there a problem whose class is neither P nor NP? Related question: 1) If the answer is 'Yes', is that because P is NP 'complemented'?
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No, consider the halting problem, which is undecidable. All problems in NP (and P) can be solved in...
Jessica Su at Quora Mark as irrelevant Undo
It appears that Mises has been proven correct in regards to the calculation problem for communists, that the government, or anyone else for that matter, is unable to properly set prices and quantities of goods to reflect consumer demand, because value...
Answer:
"So, this has me wondering, that if this is true for consumer goods in general, why isn't a problem...
Adam at Yahoo! Answers Mark as irrelevant Undo
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Preethi, there is nothing much you or we can do about this! HR/Finance is one of very good and prospective...
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