Trees are partial orders in which every element has a linearly ordered set of predecessors. Here we initiate the exploration of the structural theory of trees with the study of different notions of branching in trees and of condensed trees, which are trees in which every node is a branching node. We then introduce and investigate two different constructions of tree condensations-one shrinking, and the other expanding, the tree to a condensed tree
A takening is a combinatorial structure composed of points and rays. A ray is a finite sequence of a...
First we recall the definition of trees. An ordered set $O=(O, <) $ is called a tree if, for any ...
AbstractThe process of rooting a tree (whose vertices may be labeled) on any one vertex may split th...
Trees are partial orderings where every element has a linearly ordered set of smaller elements. We d...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
Given a class of linear order types C, we identify and study sev-eral different classes of trees, na...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
AbstractBranching at a point is defined in terms of the degrees of the central points in the star gr...
Summary. In the article we deal with sets of trees and functions yielding trees. So, we introduce th...
AbstractBranching at a point is defined in terms of the degrees of the central points in the star gr...
A takening is a combinatorial structure composed of points and rays. A ray is a finite sequence of a...
First we recall the definition of trees. An ordered set $O=(O, <) $ is called a tree if, for any ...
AbstractThe process of rooting a tree (whose vertices may be labeled) on any one vertex may split th...
Trees are partial orderings where every element has a linearly ordered set of smaller elements. We d...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
Given a class of linear order types C, we identify and study sev-eral different classes of trees, na...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
Given a class of linear order types C, we identify and study several different classes of trees, nat...
AbstractBranching at a point is defined in terms of the degrees of the central points in the star gr...
Summary. In the article we deal with sets of trees and functions yielding trees. So, we introduce th...
AbstractBranching at a point is defined in terms of the degrees of the central points in the star gr...
A takening is a combinatorial structure composed of points and rays. A ray is a finite sequence of a...
First we recall the definition of trees. An ordered set $O=(O, <) $ is called a tree if, for any ...
AbstractThe process of rooting a tree (whose vertices may be labeled) on any one vertex may split th...