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An independent set is a set of vertices that are not connected to any of the vertices in the set (eg, {v(1,2) , v(5,6) }) An independent set of vertices in a con ict graph represents the set of links that do not interfere and thus can be scheduled simultaneously A maximal independent set is an independent set such that no other vertex can be added to the set that results in another independent set Thus, the maximum number of links that can be scheduled together can be represented as a maximal independent set of a con ict graph Let I = {I1 , , Ik } be the set of all maximal independent sets Ii , where 1 i k In the above example, I = {{v(1,2) , v(5,6) }, {v(1,2) , v(11,12) }, {v(9,10) }}.

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