Browsing by Subject "k-plane tree; k-noncrossing increasing tree; Locally oriented k-noncrossing trees; Dyck path; Lattice path."

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    • Bijections of k-plane trees 

      Owino, Isaac. Okoth (Open journal of discrete Applied Mathematics, 2022)
      A k-plane tree is a tree drawn in the plane such that the vertices are labeled by integers in the set {1, 2, . . . , k}, the children of all vertices are ordered, and if (i, j) is an edge in the tree, where i and j are ...