Counting closed walks in infinite regular trees using Catalan and Borel's triangles
Lord C. KaviMichael W. Newman
所有作者
Lord C. KaviMichael W. Newman
文献摘要
We count the number of closed walks on a vertex in a regular tree using the Catalan’s triangle and also the Borel’s triangle, showing another combinatorial structure counted by these two array of numbers.