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Counting Vertices with Given Outdegree in Plane Trees and k-ary Trees

机译:在平面树和k-ary树上计数roundegree的顶点

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摘要

We count the number of vertices with given outdegree in plane trees and k- ary trees, and get the following results: the total number of vertices of outdegree i among all plane trees with n edges is 2n- i- 1 n- 1 the total number of vertices of degree i among all plane trees with n edges is twice this number; and the total number of vertices of outdegree i among all k- ary trees with n edges is ki kn n- i . For all these results we give bijective proofs.
机译:我们计算平面树木和k- ary树上给定的顶点数量,并获得以下结果:使用n边缘的所有平面树中的仓鼠的顶点总数为2n- 1 n- 1 所有平面树中的度数I的顶点数量是此数字的两倍; 所有k-ary树中的oderegree i的顶点总数为n边缘是ki kn n-i。 对于所有这些结果,我们给出了自由证明。

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