Unformatted text preview: parameter g. The problem is again to find a complete subgraph (clique) of size g, and reports nonexistence. Note that 3 refers to the degree of the input graph, not the size of the clique. In general, for any constant d > 1, one can define Cliqued to special case of the Clique problem with the input graph restricted to degree at most d. >can I say the normal CLIQUE problem to > be CLIQUE(V1)? Technically, yes. But not a natural way. Tak...
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 Spring '10
 Chan
 Englishlanguage films, Prof. Lam, normal CLIQUE problem

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