clique

A maximal http://planetmath.org/node/1757complete subgraph of a graph is a clique, and the clique number $\\omega(G)$ of a graph $G$ is the \\PMlinkescapephrasemaximal order maximal order of a clique in $G$ . Simply, $\\omega(G)$ is the maximal order of a subgraph of $G$ . Some authors however define a clique as any subgraph of $G$ and refer to the other definition as maximum clique.

Adapted with permission of the author from by Béla Bollobás, published by Springer-Verlag New York, Inc., 1998.

单词	Clique
释义	clique A maximal http://planetmath.org/node/1757complete subgraph of a graph is a clique, and the clique number $\\omega(G)$ of a graph $G$ is the \\PMlinkescapephrasemaximal order maximal order of a clique in $G$ . Simply, $\\omega(G)$ is the maximal order of a subgraph of $G$ . Some authors however define a clique as any subgraph of $G$ and refer to the other definition as maximum clique. Adapted with permission of the author from by Béla Bollobás, published by Springer-Verlag New York, Inc., 1998.
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