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A clique is a subset of the vertices of a graph such that every pair of vertices in the subset is connected by an edge.

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Graph contains two disjoint cliques

Here is the corrected reduction: Reduction from Clique to 2disjCLIQUEs The Clique problem asks: Given a graph $G$ and an integer $k$ , does $G$ contain a clique of size $k$? … In $G'$ , $C_1$ is still a clique of size $k_1 = k$ , and $C_2 = \{v_d\}$ is a clique of size $k_2 = 1$ . …
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Graph contains two disjoint cliques

A natural candidate is the Clique problem. Reduction from Clique: The Clique problem asks: Given a graph $G$ and integer $k$ , does $G$ contain a clique of size $k$? … If $G$ contains a clique of size $k$, then $G'$ contains two disjoint cliques: one of size $k_1$ (the original clique) and one of size $k_2$ (a single vertex not in the clique). …
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