Add to ORKGSummary. This is the continuation of the sequence of articles on trees (see [2], [4], [5]). The main goal is to introduce joining operations on decorated trees corresponding with operations introduced in [5]. We will also introduce the operation of substitution. In the last section we dealt with trees decorated by Cartesian product, i.e. we showed some lemmas on joining operations applied to such trees
Trees are partial orders in which every element has a linearly ordered set of predecessors. Here we ...
This thesis presents an investigation into the properties of various algebras of trees. In particula...
The Neighbor Joining Algorithm is among the most fundamental algorithmic results in computational bi...
Summary. This is the continuation of the sequence of articles on trees (see [2], [4], [5]). The main...
Summary. In the article we deal with sets of trees and functions yielding trees. So, we introduce th...
In [3] the intersection graph of a tree was defined. The intersection graph of a tree T is an undire...
In recent years, the computation of marginals out of a factorization of val-uations has been studied...
The first part is devoted to enumerative combinatorics. In the third first chapters, we study the fa...
The Neighbor-Joining algorithm is a recursive procedure to reconstruct a phyloge-netic tree using a ...
A fundamental problem in classification is how to combine collections of trees having overlapping se...
AbstractA fundamental problem in classification is how to combine collections of trees having overla...
AbstractA fundamental problem in classification is how to combine collections of trees having overla...
Summary. A contiuation of [5]. The notions of finite-order trees, succesors of an element of a tree,...
A continuation of [3]. The notion of finite–order trees, succesors of an element of a tree, and chai...
A graceful labeling of a graphG = (V;E) assigns jV j distinct integers from the set f0; : : : ; jEjg...
Trees are partial orders in which every element has a linearly ordered set of predecessors. Here we ...
This thesis presents an investigation into the properties of various algebras of trees. In particula...
The Neighbor Joining Algorithm is among the most fundamental algorithmic results in computational bi...
Summary. This is the continuation of the sequence of articles on trees (see [2], [4], [5]). The main...
Summary. In the article we deal with sets of trees and functions yielding trees. So, we introduce th...
In [3] the intersection graph of a tree was defined. The intersection graph of a tree T is an undire...
In recent years, the computation of marginals out of a factorization of val-uations has been studied...
The first part is devoted to enumerative combinatorics. In the third first chapters, we study the fa...
The Neighbor-Joining algorithm is a recursive procedure to reconstruct a phyloge-netic tree using a ...
A fundamental problem in classification is how to combine collections of trees having overlapping se...
AbstractA fundamental problem in classification is how to combine collections of trees having overla...
AbstractA fundamental problem in classification is how to combine collections of trees having overla...
Summary. A contiuation of [5]. The notions of finite-order trees, succesors of an element of a tree,...
A continuation of [3]. The notion of finite–order trees, succesors of an element of a tree, and chai...
A graceful labeling of a graphG = (V;E) assigns jV j distinct integers from the set f0; : : : ; jEjg...
Trees are partial orders in which every element has a linearly ordered set of predecessors. Here we ...
This thesis presents an investigation into the properties of various algebras of trees. In particula...
The Neighbor Joining Algorithm is among the most fundamental algorithmic results in computational bi...