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Showing 1 to 1 of 1 for “"fractional arborictiy."”.
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Extremal problems on cycles, packing, and decomposition of graphs
… d > k. Consequences are that every graph with fractional arboricity at most k + d/(k+d+1) has such a decomposition. When d = k +1, and also in the case where k = 1 and d ≤ 6, the d-bounded graph in the decomposition can also equired to be a forest. For d ≤ k + 1, we prove that every graph with …