AbstractThis paper sets into relation three different classes of trees: (i) mod r-valent planted plane trees; (ii) r-valent planted plane trees; and (iii) subtrees of a certain infinite planted tree. Practically, all three classes of trees are counted by the same generating function, which is calculated by mapping trees on the words of a language. This leads to producing a one-to-one correspondence between the three classes by means of codes
AbstractThe combinatorial properties of the set of rooted trees can be viewed algrebraically by cons...
This paper studies the nonterminal complexity of tree controlled grammars. It is proved that the num...
AbstractGrammatical codes of trees provide a way to encode ordered trees into strings over a finite ...
AbstractThe subject of each of the five sections of this paper is the planted plane trees discussed ...
AbstractUsing the definition of planted plane trees given by D. A. Klarner (“A correspondence betwee...
AbstractThe subject of each of the five sections of this paper is the planted plane trees discussed ...
AbstractThe paper gives three different ways of producing the one-to-one correspondence between plan...
AbstractUsing the definition of planted plane trees given by D. A. Klarner (“A correspondence betwee...
AbstractTutte's result for the number of planted plane trees with a given degree partition is rederi...
In the count of branches, a branchpoint is defined as a point of degree at least three, and a branch...
AbstractThe correspondence of certain plane trees and binary sequences reported by D. A. Klarner in ...
AbstractWe present a theory of generating functions in countably many non-commuting variables. This ...
AbstractThis paper studies the nonterminal complexity of tree controlled grammars. It is proved that...
In [1], for directed graphs, it was shown that the system of simple graph grammars is complete. In t...
AbstractIn this paper grammatical codes of trees are investigated. In particular, it is shown how to...
AbstractThe combinatorial properties of the set of rooted trees can be viewed algrebraically by cons...
This paper studies the nonterminal complexity of tree controlled grammars. It is proved that the num...
AbstractGrammatical codes of trees provide a way to encode ordered trees into strings over a finite ...
AbstractThe subject of each of the five sections of this paper is the planted plane trees discussed ...
AbstractUsing the definition of planted plane trees given by D. A. Klarner (“A correspondence betwee...
AbstractThe subject of each of the five sections of this paper is the planted plane trees discussed ...
AbstractThe paper gives three different ways of producing the one-to-one correspondence between plan...
AbstractUsing the definition of planted plane trees given by D. A. Klarner (“A correspondence betwee...
AbstractTutte's result for the number of planted plane trees with a given degree partition is rederi...
In the count of branches, a branchpoint is defined as a point of degree at least three, and a branch...
AbstractThe correspondence of certain plane trees and binary sequences reported by D. A. Klarner in ...
AbstractWe present a theory of generating functions in countably many non-commuting variables. This ...
AbstractThis paper studies the nonterminal complexity of tree controlled grammars. It is proved that...
In [1], for directed graphs, it was shown that the system of simple graph grammars is complete. In t...
AbstractIn this paper grammatical codes of trees are investigated. In particular, it is shown how to...
AbstractThe combinatorial properties of the set of rooted trees can be viewed algrebraically by cons...
This paper studies the nonterminal complexity of tree controlled grammars. It is proved that the num...
AbstractGrammatical codes of trees provide a way to encode ordered trees into strings over a finite ...