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A Combinatorial Algorithm to Optimally Colour the Edges of the Graphs That Are Join ofRegular Graphs

机译:一种优化对正则图连接的图的边缘进行着色的组合算法

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摘要

We prove that the edges of every even graph G = G_1 + G_2 that is the join of two regular graphs G_i = (V_i, E_i) can be coloured with △(G) colours, whenever △(G) = △(G_2) + |V(G_1)|. The proof of this result yields a combinatorial algorithm to optimally colour the edges of this type of graphs.
机译:我们证明,每当偶数图G = G_1 + G_2(即两个正则图G_i =(V_i,E_i)的连接)的边缘,只要△(G)=△(G_2)+ | V(G_1)|。该结果的证明产生了一种组合算法,可以最佳地着色此类图形的边缘。

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